Adding Money
Estimating Sums and Differences
Ways to Add
Subtracting Money
Ways to subtract
100

17¢ + 36¢ = 

53¢

100

You have 60¢. 

Can you buy a yoyo for 17¢ and a ducky for 25¢

Yes 

100

Would you use mental math or paper and pencil to solve this problem?


Solve: 56+20=

76


mental math or paper and pencil

100

54¢-37¢=

17¢

100

Would you use mental math or paper and pencil to solve this problem?


Solve: 48-27=

21


mental math or paper and pencil?

200

44¢+27¢=

71¢

200

You have 90¢

Can you buy a ducky for 25¢ and a car for 36¢

Yes

200

Would you use mental math or paper and pencil to solve this problem?


Solve: 37+45=

82


mental math or paper and pencil


200

25¢-18¢=

200

Would you use mental math or paper and pencil to solve this problem?


Solve: 25-15=

10


mental math or paper and pencil?

300

74¢+16¢=

90¢


300

You have 85¢

You buy a box of crayons for 68¢

Will you have more or less than 40¢ left?

Less 

300

Would you use mental math or paper and pencil to solve this problem?


Solve: 42+18=

60


mental math or paper and pencil 

300

71¢-63¢=

300

Would you use mental math or paper and pencil to solve this problem?


Solve: 74-27=

47


mental math or paper and pencil

400

Mrs. Griffin buys an apple for 35¢. Ms. Gaffney buys an orange for 27¢. How much did we spend in all?

62¢

400

You have 58¢

You buy a ball for 15¢

Will you have more or less than 40¢ left?

More

400

Would you use mental math or paper and pencil to solve this problem?


Solve: 29+36=

65


mental math or paper and pencil

400

Ms. Thomas has 62¢ . Mrs. Mckone has 81¢ . How much more money does Mrs. Mckone have than Ms. Thomas? 

19¢ 

400

Would you use mental math or paper and pencil to solve this problem?


Solve: 67-27=

40


mental math or paper and pencil?

500

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

Hot chocolate and carrot cake. 

500

Tylin is saving dimes and pennies. He has 47¢. He buys a pencil that costs 12¢. How many dimes does Tylin have left?

3 dimes 

500

Mrs. Pollack goes bird watching. She sees 31 sparrows and 15 blue jays. How many birds does Mrs. Pollack see in all? 

Explain how you solved this problem

46 birds 


Mental math or paper and pencil

500

Jason went into the store with $1.00. He spent 25¢ on a book and 15¢ on candy. How much money does Jason have left? 

60¢

500

Would you use mental math or paper and pencil to solve this problem?


Solve: 36-27=

9


mental math or paper and pencil?