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The temperature is -13^o. If it rises 39^o it will be 26^o.

Negative Numbers 2

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Negative or minus numbers are whole numbers below zero. You may wonder where on earth a negative number would be used. An example of how negative numbers are used would be measuring temperatures. If its colder than the freezing point of water (0^oC) we say it is a minus temperature. Addition and subtraction can be tricky with negative numbers. One method that might help is to rearrange the problem. For example:

14 - 8 = 6 so 6 - 14 = -8 It all becomes easier with practice!

1 .

Which of these statements is true?

-33 > -3

-29 > -28

-7 > -17

-44 > -34

The symbol > means greater than

2 .

Which is the next number in the following sequence? 10, 5, 0, -5

-1

-10

-15

The numbers are decreasing by 5

3 .

The temperature is -15^o. If it falls 8^o what is the temperature now?

23^o

-7^o

-23^o

7^o

15 + 8 = 23 so -15 - 8 = -23

4 .

The temperature is 6^o. If it falls 18^o what is the temperature now?

24^o

-24^o

-8^o

-12^o

18 - 6 = 12 so 6 - 18 = -12

5 .

Which are the missing numbers in this sequence? -33, -35, ___, -39, -41, ___?

-36 and -43

-37 and -42

-37 and -43

-37 and -40

The numbers in this sequence are decreasing by 2 each time

6 .

Which of these is the lowest number?

-1

-28

-15

Remember that the higher the negative number the less its value

7 .

The temperature is -28^o. If it rises 13^o what is the temperature now?

-41^o

-15^o

15^o

41^o

28 - 13 = 15 so -28 + 13 = -15

8 .

Which of these statements is true?

-1 < -58

-23 < -1

2 < -99

-15 < -20

The symbol < means smaller than

9 .

Which is the largest of these numbers?

-35

-3

-14

Even the lowest positive number is higher than all the negative numbers

10 .

The temperature is -13^o. If it rises 39^o what is the temperature now?

26^o

39^o

13^o

-26^o

39 - 13 = 26 so -13 + 39 = 26

Author: Amanda Swift

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