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Integer Operations and Absolute Value
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Integer Operations and Absolute Value
Calculate each answer. Use the number line where it is shown, and include working for the application problems.
Integer multiplication and division
1.Calculate 8 × (−6).
2.Calculate (−9) × 7.
3.Calculate (−5) × (−11).
4.Calculate 72 ÷ (−9).
5.Calculate (−63) ÷ 7.
6.Calculate (−96) ÷ (−12).
7.Which statement about integer multiplication is always true?
- A positive number multiplied by a negative number gives a positive result.
- A negative number multiplied by a negative number gives a positive result.
- A positive number multiplied by a positive number gives a negative result.
- A negative number multiplied by zero gives a negative result.
8.Match each multiplication sign combination to the sign of its product.
- Positive × positive
- Positive × negative
- Negative × positive
- Negative × negative
- Negative
- Positive
- Negative
- Positive
Absolute value
9.Find |−17|.
10.Find |12|.
11.Find |0|.
12.What does the absolute value of a number describe?
- The number's direction from zero
- The number's distance from zero
- The opposite of the number
- Whether the number is even or odd
13.The number line marks −8 and 8. Explain how it shows that |−8| = 8.
Integer operations in context
14.At dawn, the temperature is 4°C. It falls by 2°C each hour for 5 hours. What is the temperature after those 5 hours? Show an integer calculation.
15.Harrison owes $18 to each of 4 people. Represent the total debt as an integer multiplication, then state the amount she owes.
16.A lift starts at floor 0, travels down 7 floors, then down 9 more floors. What floor does it reach, and what is the absolute value of that floor number?
17.Solve (−6) × n = 42. Show how you find n.
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