30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

You have $15.50. You want to buy lunch for you and a friend. Your meal costs $7.95 and their meal costs $6.25. Do you have enough?

three nickles, a penny and a dime.

$3.75

You go to the movies. It costs $6.25 to get in. You pay with a $10. How much change should you get back?

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

You are at the movies and have $10.00. A pop costs $3.50 and a popcorn costs $6.00. Do you have enough?

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

Your parents give you $25.00 to go to the store to buy some items. The items come to $22.63. How much change do you have left?

$.97

Yes

You just got a new puppy! You want to buy him some dog treats for $2.50, a toy for $3.00 and a collar for $5.45. You have $15.00 in your wallet. Do you have enough?

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

You want to buy a movie for $17.95. You have a $20.00. If you buy it, how much will you have left over?

$.32

Yes

You got $5.00 for your allowance. You want to buy two candy bars for $.75 each, a pack of gum for $.50 and a water for $1.25. Do you have enough?

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

You went to the grocery store and bought gum for $1.89, a soda for $1.50 and crackers for $3.59. If you paid with $10.00, how much change would you receive?

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

Ms. Cross wants to buy a pair of Crocs for $31.00, a t-shirt for $14.99 and some socks for $3.99. If she has $50.00, does she have enough money to pay for it all?

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

If you have 58 cents plus 17 cents, but then you take away 39 cents, how much money do you have left?

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

50 Cents

A customer bought a soda for $1.50. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

You have $15.50. You want to buy lunch for you and a friend. Your meal costs $7.00 and their meal costs $6.50. Do you have enough?

three nickles, a penny and a dime.

$3.75

$3.50

Your mom buys you a shirt for $16.50. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$3.00

Your parents give you $25.00 to go to the store to buy some items. The items come to $22.00. How much change do you have left?

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.00

You want to buy a movie for $18.00. You have a $20.00. If you buy it, how much will you have left over?

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$6.00

You went to the grocery store and bought gum for $1.00, a soda for $1.50 and crackers for $1.50. If you paid with $10.00, how much change would you receive?

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Using the Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Using the Fewest Coins

Do I Have Enough

How much is that?

This and That

$0.35

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

2 Quarters

1 Dime

$0.60

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

$0.45

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

1 Quarter

2 Dimes

$0.45

Yes

You have $15.50. You want to buy lunch for you and a friend. Your meal costs $7.95 and your friend meal costs $6.25. Do you have enough?

$0.25

three nickles, and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

2 Quarters

1 Nickel

$0.55

Yes

$0.65

2 quarters, a dime and a nickel

2 Toonies

1 Loonie

2 Quarters

1 Nickel

Make $3.55. with the fewest amount of bills and coins.

$2.40

Your parents give you $25.00 to go to the store to buy some items. The items come to $22.60. How much change do you have left?

2 Quarters

2 Dimes

$0.70

Yes

$1.20

a quarter, 3 dimes, and 3 nickels

$3.75, $3.85, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.85

$2.05

2 Quarters

1 Dime

1 Nickel

$0.65

Yes

You have 2 Toonies and 1 Loonie. You want to buy two candy bars for $.75 each, a pack of gum for $.50 and a water for $1.25. Do you have enough?

$1.00

three quarters, two dimes, a nickel

$0.30, $0.70, $1.15, $1.20

Put these money amounts in order from least to greatest: $0.70, $0.30, $1.20, $1.15

$2.90

You went to the grocery store and bought gum for $1.90, a soda for $1.50 and crackers for $3.70. If you paid with $10.00, how much change would you receive?

3 quarters

2 Dimes

$0.95

Yes

Gillian wants to buy a pair of Crocs for $31.00, a t-shirt for $14.99 and some socks for $3.99. If she has $50.00, does she have enough money to pay for it all?

$11.00

Two 5 dollar bills, two quarters, three dimes and four nickels

$5.55

If you have $0.60 cents plus $5.35, but then you take away $0.40 cents, how much money do you have left?

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

Your parents give you $25.00 to go to the store to buy some items. The items come to $22.63. How much change do you owe your parents?

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

Free points

Free Space

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

two quarters, one dime, three pennies

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

.45

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

one quarter, two dimes, three pennies

$. 48

Yes

.26

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

one quarter, four pennies

$. 29

Yes

.56

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

three quarters, two dimes, two pennies

$.97

Yes

.63

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

one quarter, one nickel, two pennies

$.32

Yes

1.04

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

$19.40

You go to the store and they are having a sale of 30% off everything. You buy a pair of jeans that cost $58.00. You give the cashier $60, how much change will you get back?

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / How much money do I need Round UP Do I Have Enough Round UP This and That

How much money do I need

Round UP

Do I Have Enough

Round UP

This and That

$2.00

A Tyrese bought a soda for $1.50.

How much should he give the cashier? Round up!!

1.00

$.63

Yes

You want to buy a shirt for $8.89 and shoes for $20.00. You have $30.00. Do you have enough?

$11.00

$10.45

Yes

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$10.00

Bob bought a video game for $10.00.

How much should he give the cashier?

2.00

$1. 48

Yes

$16.00

$15.75

$3.75

$7.00

Analyese bought a shirt for $6.55.

How much should she give the cashier? Round up!!

$4.00

$3.29

Yes

You are at the movies and have $10.00 to spend at the concession. Soda costs $3.50 and popcorn costs $6.00.

Do you have enough?

$13.00

$12.59

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

YES

Your parents give you $25.00 to go to the store to buy some items. The items come to $22.63.

Do you have enough money?

Yes - No

$6.00

$5.97

Yes

$9.00

$8.95

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$18.00

Jefferson bought a movie for $17.95.

How much should he give the cashier? Round up!!

$9.00

$8.32

Yes

Your allowance was $5.00.

You want to buy two candy bars at $.75 each, a pack of gum for $.50 and a bottle of water for $1.25. Do you have enough?

$17.00

$16.45

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$7.00

Nandi went to the grocery store, she bought a large soda for $1.89, a bag of chips for $1.50 and crackers for $3.59. What is the total amount of this purchase?

How much money should Nandi give the cashier? Round up.

$10.00

$9.89

Yes

Ms. Margie wants to buy a pair of shoes for $21.00, a t-shirt for $4.99 and socks for $3.99.

If she has $30.00, does she have enough money to pay for it all?

$12.00

$11.65

YES

You buy a pair of jeans that cost $18.00. You give the cashier $20.00 Is $20.00 enough money to pay for the jeans?

Yes - No

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

.35

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

Two quarters, a dime, three pennies

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

$.45

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

A quarter, two dimes, three pennies

$. 48

Yes

$.26

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

A quarter, four pennies

$. 29

Yes

$.56

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

Three quarters, two dimes, two pennies

$.97

Yes

$.63

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

A quarter, nickel, two pennies

$.32

Yes

$1.04

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

$0.35

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

0.35p

A customer bought a soda for Â£1.65. She paid for it with Â£2.00. How much change should she get?

â‚¬0.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

90p

50p and two 20p

The Uk

Great Britain

What country do they use Â£1

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

â‚¬0. 48

Yes

You have $15.50. You want to buy lunch Your meal costs $7.95. Do you have enough?

Â£1.50

Â£1 and a 50p

USA

AMERICA

What country do they use dollars

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

â‚¬0. 29

Yes

Â£3

Â£2 and a Â£1

What country do they use euros

Â£5

your parents give you Â£25, you spend Â£5... how much do you have left?

Â£0.97

Yes

Â£7.20

a Â£5 not and Â£2.20

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

â‚¬0.32

Yes

You have got $5.00. You want to buy a candy bar for $.75 , a pack of gum for $.50 and a water for $1.25. Do you have enough?

Â£10.50

Â£10 note and 50p

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

â‚¬0.89

Yes, it would cost $49.98 in all.

I want to buy a pair of shoes for $31.00, a t-shirt for $14.99 and some socks for $3.99. If I have $50.00, do I have enough

Â£11

two Â£5 notes and a Â£1 coin

Free points

Free Space

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

.35

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

Two quarters, a dime, three pennies

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

$.45

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

A quarter, two dimes, three pennies

$. 48

Yes

$.26

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

A quarter, four pennies

$. 29

Yes

$.56

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

Three quarters, two dimes, two pennies

$.97

Yes

$.63

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

A quarter, nickel, two pennies

$.32

Yes

$1.04

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

$0.35

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

2-Quarters, 1-Dime, 3-Pennies

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

$0.45

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

1- Quarter, 2- Dimes, 3- Pennies

$. 48

Yes

$0.26

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

2- Dimes, 1- Nickle, 4- Pennies

$. 29

Yes

$0.56

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

3- Quarters, 2- Dimes, 2- Pennies

$.97

Yes

$0.63

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

1- Quarter, 1- Nickle, 2- Pennies

$.32

Yes

$1.04

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

Click to zoom

30 questions / Making Change Fewest Coins Do I Have Enough How much is that? This and That

Making Change

Fewest Coins

Do I Have Enough

How much is that?

This and That

A customer bought a soda for $1.65. She paid for it with $2.00. How much change should she get?

$.63

No

You want to buy a shirt for $12.00 and shoes for $20.00. You have $30.00. Do you have enough?

a quarter and two dimes

No

If you have a quarter, a dime and two nickels do you have enough for a candy bar that costs $1.00.

$3.45

Your mom buys you a shirt for $16.55. She pays with a $20.00. How much change should she get?

$. 29

Yes

2 quarters, a nickel and a penny

One dollar, two dimes and four pennies

Make $1.24 with the fewest amount of bills and coins.

$2.37

$.97

Yes

a quarter, 3 dimes, a nickel and three pennies

$3.75, $3.89, $4.35

Put these money amounts in order from least to greatest: $4.35, $3.75, $3.89

$2.05

$.32

Yes

three quarters, two dimes, a nickel and four pennies.

$.29, $.71, $1.14, $1.16

Put these money amounts in order from least to greatest: $.71, $.29, $1.16, $1.14

$3.02

3 quarters, 1 dime and 4 pennies

$.89

Yes, it would cost $49.98 in all.

$10.84

Two 5 dollar bills, two quarters, three dimes and four pennies.

36 cents

$5.00

You bought a video game for $45.00 and paid with $50.00. How much change should you get?

$. 48

Yes

three nickles, a penny and a dime.

$3.75

Click to zoom

25 questions / Types of Coins Values of Coins Counting Money Ways to Make 20 cents Challenge

Types of Coins

Values of Coins

Counting Money

Ways to Make 20 cents

Challenge

What is a penny.

This coin is copper in color and worth 1 cent.

What is 10 cents.

How much is 10 pennies worth?

What is 21 cents.

I have:
2 dimes
1 penny
How much do I have?

What is 4 nickels.

How can I make 20 cents using 4 coins?

What is 12 cents.

How much is 1 dime and 2 pennies worth?

What is a quarter.

This coin is silver. It has a caribou on it and is worth 25 cents.

What is 25 cents?

What is the value of a quarter?

What is 75 cents.

I have 3 quarters. How much money do I have?

What are pennies.

I have 20 coins. They are all the same. What are they?

What is 63 cents.

What is the value of 2 quarters, 1 dime, 3 pennies?

What is a nickel.

This is a silver coin with a beaver on it. It is worth the same as 5 pennies.

What is 5 cents.

I have a nickel. How much money do I have?

What is 17 cents.

I have:
1 dimes
1 nickel
2 pennies

What is 1 dime and 2 nickels.

How can you make 20 cents using only dimes and nickels?

What is 24 cents.

What is the value of 1 dime, 2 nickels, and 4 pennies?

What is a loonie.

This coin is worth one dollar.

What is 10 cents.

I have a dime. How much money do I have?

What is 32 cents.

I have:
2 dimes
2 nickels
2 pennies

What is 4 cents.

I have 16 cents. How much more do I need to make 20 cents?

What is 26 cents.

What is the value of 2 nickels, 6 pennies, and 1 dimes?

What is a dime.

This coin is the smallest coin in size.

What is two dollars?

I have a toonie. How much is it worth?

What is 24 cents

I have:
2 dimes
4 pennies

What is 12 cents

I have 8 cents. How much more do I need to make 20 cents?

What is 64 cents.

What is the value of 1 quarter, 2 dimes, 3 nickels, and 4 pennies?

Click to zoom

25 questions / Types of Coins Values of Coins Counting Money Ways to Make 1 dollar Making Change

Types of Coins

Values of Coins

Counting Money

Ways to Make 1 dollar

Making Change

What is a penny?

This coin is copper in color and worth 1 cent.

What is 10 cents?

What is a dime?

Equivalent to ten pennies.

What is 86 cents?

What is $0.86?

I am the same as 3 quarters, 2 nickels, and a penny.

What are 50 cent pieces?

These 2 coins make 1 dollar.

What is $0.75?

What is seventy-five cents?

I used $1.00 to buy a piece of bubble gum for $0.25. This is how much change I got back.

What is a quarter?

This coin is silver. It is worth 25 cents.

What is 25 cents?

What is a quarter?

Equivalent to 5 nickels.

What is $1.08?

I am the same as 7 nickels, 4 dimes, 8 pennies and 1 quarter.

What are 10 cent pieces?

These 10 coins make 1 dollar.

What is $0.75?

What is seventy-five cents?

I used $2.00 to buy a piece of bubble gum for $0.25 and a chocolate bar for $1.00. This is my change.

What is a nickel?

This is a silver coin and it is worth the same as 5 pennies.

What is 5 cents?

What is a nickel?

Equivalent to five pennies.

What is $2.05?

I am the same as seven quarters, one dime, 3 nickels, and 5 pennies.

What are 20 cent pieces?

These 5 coins make 1 dollar.

What is $1.50?

I used $4.00 to buy a pack of Skittles for $1.00 and a king-sized Hershey's bar for $1.50. This is my change.

What is a dime?

This is the smallest coin and is worth 10 cents.

What is a half dollar?

What is fifty cents?

Equivalent to 2 quarters.

What is $1.26?

I am the same as:Â

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

What are 10 ten cent pieces and one 20 cent piece?

These eight coins make 1 dollar.

What is $0.20?

I used $4.50 to buy a Gatorade for $2.00, a chapstick for $1.30, and Tic-Tacs for $1.00. This is my change.

What is a dollar bill?

This is worth 100 cents.

What is two dollars?

Equivalent to 8 quarters.

What is $2.73?

What is two quarters, 3 nickels, 2 pennies, 2 dimes, 5 quarters, seven nickels, 6 pennies, and 2 dimes?

What are 8 five cent pieces and three 20 cent pieces?

These 11 coins make one dollar.

What is $5?

I bought a pack of Oreos for $2.40 and small bottle of milk for $1.40. I got $1.20 as change. This is how much I started with.

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25 questions / Types of Coins Values of Coins Counting Money Ways to Make A Dollar Challenge

Types of Coins

Values of Coins

Counting Money

Ways to Make A Dollar

Challenge

What is a penny.

This coin is copper in color and worth 1 cent.

What is 10 cents.

How much is 10 pennies worth?

What is 21 cents.

I have:
2 dimes
1 penny
How much do I have?

What is 4 quarters.

How can I make a dollar using 4 coins?

What is 12 cents.

How much is 1 dime and 2 pennies worth?

What is a quarter.

This coin is silver. It is large and is worth 25 cents.

What is 25 cents?

What is the value of a quarter?

What is 75 cents.

I have 3 quarters. How much money do I have?

What is dimes.

I have 10 coins.

What is 63 cents.

What is the value of 2 quarters, 1 dime, 3 pennies?

What is a nickel.

This is a fat silver coin. It is worth 5 pennies.

What is 5 cents.

I have a nickel. How much money do I have?

What is 52 cents.

I have:
1 quarter
2 dimes
1 nickel
2 pennies

What are nickles.

I have 20 nickles.

What is 44 cents.

What is the value of 3 dimes, 2 nickels, and 4 pennies?

What is a half dollar.

This coin is worth 2 quarters.

What is 10 cents.

I have a dime. How much money do I have?

What is 42 cents.

I have:
3 dimes
2 nickels
2 pennies

What is 1/2 dollar.

I have 2 coins.

What is 45 cents.

What is the value of 3 nickels, 10 pennies, and 2 dimes?

What is a dime.

This coin is the smallest coin in size.

What is 50 cents?

I have a 1/2 dollar. How much is it worth?

What is 84 cents

I have:
1 half dollar
3 dimes
4 pennies

What is 3 quarters, 1 dime, 1 nickel, 10 pennies

How can I make $1.00 using 15 coins.

What is $1.23.

What is the value of 4 quarters, 2 dimes, and 3 pennies?

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25 questions / Types of Coins Values of Coins Counting Money Ways to Make 1 dollar Making Change

Types of Coins

Values of Coins

Counting Money

Ways to Make 1 dollar

Making Change

What is a penny?

This coin is copper in color and worth 1 cent.

What is a dime?

Equivalent to ten pennies.

What is 86 cents?

I am the same as 3 quarters, 2 nickels, and a penny.

What are quarters?

These 4 coins make 1 dollar.

What is seventy-five cents?

I used $1.00 to buy a piece of bubble gum for $0.25. This is how much change I got back.

What is a quarter?

This coin is silver. It is worth 25 cents.

What is a quarter?

Equivalent to 5 nickels.

What is $1.08?

I am the same as 1 quarter, 4 dimes, 7 nickels, and 8 pennies.

What are dimes?

These 10 coins make 1 dollar.

What is $0.75?

What is a nickel?

This is a silver coin and it is worth the same as 5 pennies.

What is a nickel?

Equivalent to five pennies.

What is $2.05?

I am the same as seven quarters, one dime, 3 nickels, and 5 pennies.

What are dimes?

These 10 coins make 1 dollar.

What is $1.50?

What is a dime?

This is the smallest coin and is worth 10 cents.

What is a dollar?

Equivalent to 4 quarters.

What is $1.26?

I am the same as: 4 quarters, 2 dimes, and 6 pennies.

What are nickels?

These 20 coins make a dollar.

What is $0.20?

What is a dollar bill?

This is worth 100 cents.

What is two dollars?

Equivalent to 8 quarters.

What is $2.73?

What is 8 quarters, 5 dimes, 4 nickels and 3 pennies?

What are 2 quarters and 5 dimes?

These 7 coins make a dollar

What is $5?

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25 questions / Coins & their Values On the Flip Side Counting Money Ways to Make A Dollar Challenge

Coins & their Values

On the Flip Side

Counting Money

Ways to Make A Dollar

Challenge

What is a penny.

This coin is copper in color and worth 1 cent.

Who is Thomas Jefferson.

The front side of a nickel?

What is 21 cents.

I have:
2 dimes
1 penny
How much do I have?

What is 4 quarters.

How can I make a dollar using 4 coins?

What is 50 cents.

How much is a half dollar worth?

What is a quarter.

This coin is silver. It is large and is worth 25 cents.

What is an eagle or a state?

The backside of a quarter?

What is 75 cents.

I have 3 quarters. How much money do I have?

What is dimes.

I have 10 coins.

What is 63 cents.

What is the value of 2 quarters, 1 dime, 3 pennies?

What is a nickel.

This is a fat silver coin. It is worth 5 pennies.

Who is Abe Lincoln.

The front side of a penny?

What is 52 cents.

I have:
1 quarter
2 dimes
1 nickel
2 pennies

What are nickles.

I have 20 nickles.

What is 44 cents.

What is the value of 3 dimes, 2 nickels, and 4 pennies?

What is a half dollar.

This coin is worth 2 quarters.

What is Lincoln Memorial.

The back side of a Penny?

What is 42 cents.

I have:
3 dimes
2 nickels
2 pennies

What is 1/2 dollar.

I have 2 coins.

What is 45 cents.

What is the value of 3 nickels, 10 pennies, and 2 dimes?

What is a dime.

This coin is the smallest coin in size.

Who is George Washington.

The front side of a Dollar Bill.

What is 84 cents

I have:
1 half dollar
3 dimes
4 pennies

What is 3 quarters, 1 dime, 1 nickel, 10 pennies

How can I make $1.00 using 15 coins.

What is $1.23.

What is the value of 4 quarters, 2 dimes, and 3 pennies?

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