Target Practice
Negative Numbers
Order of Operations
Practical Multiples
RANDOM
100

James's darts landed on a 5 and a 7. Whats his score?

12

100

Sam and Josh are playing a game of golf. Sam's score is +3 and Josh's score is +1, who is winning? 

Josh is winning.

100

3 x 2 + 8

14

100

A bag of lollies is $5 and contains 10 lollies. How much is each lolly individually worth?

50 cents

100

You have a kilogram of cement and a kilogram of feathers, which is heavier?

They both weigh 1 kilogram.

200

James's darts landed on a bullseye (25) and a 9. Whats his score?

34

200

What does - 9 degrees mean?

it is 9 degrees below 0.

200

48/4 x 3

36

200

A business buys envelopes with 200 in each box. How many envelopes in 6 boxes?

1200 envelopes

200

What is the missing number?

3 + 3 = 6

300

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

16

300

Todays temperature is -5 degrees, tomorrows temperature is going to be 8 degrees colder. What temperature will it be tomorrow?

-13 degrees

300

(2 + 9) x 6

66

300

Tape is sold in lengths of 1m. Jerry needs 4.75m of tape. how many lengths of tape will he need to buy?

Jerry will need to buy 5 lengths of tape (5m)

300

How many triangles are in this shape?

35

400

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

20

400

The course rating that Harry and his friends are playing is 67. Harry ended the course on a score of -13. How many strokes did it take Harry to finish the course.

Harry finished the course in 54 strokes.

400

2 x 42

32

400
Simone paid $36.90 for 3 boxes of avocados. How much was each box of avocados?

Each box of avocados was $12.30

400

A passenger train leaves Yeppoon for Brisbane traveling at the speed of 80 km/hr. 

In half an hour a freight train leaves Yeppoon for Brisbane traveling at the speed of 60 km/hr.


Which train will be further from Yeppoon when they meet?

They will both be the same distance from Yeppoon when they meet.

500

How many different ways is there to score a 7 from 2 throws? 

7 and 0

3 and 4

double 3 and 1

double 2 and 3

5 and 2

500

Mike and Tony are playing golf, Mike final score is -3. and Tony's final score is +2. Who won and by how many strokes?

Mike won and he won by 5 strokes.
500

6 + 8 x 9 - 5

73

500

Express the total of 2m, 348cm and 10mm in meters, correct to 1 decimal place.

5.5m

500

Find all 7 missing numbers

1

1 1

1 2 1 

1 3 3 1 

1 4 6 4 1 

1 5 10 10 5 1 

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