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Summer Temperature Math
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Summer Temperature Math
Use the number line and show your working where needed. Temperatures are in degrees Celsius.
Summer temperatures and addition
1.At a campsite near Wanaka, the overnight temperature was −6°C and the afternoon temperature was 34°C. Round each temperature to the nearest ten degrees.
2.Use the rounded temperatures −10°C and 30°C to estimate their average. Show how you worked it out.
3.Charlotte paid $136 for sunscreen and $78 for a sunhat. Round each amount to the nearest ten dollars.
4.Which statement about zero is correct?
- Zero is positive.
- Zero is negative.
- Zero is neither positive nor negative.
Number lines and inequalities
5.On the number line, mark and label the overnight temperature −6°C, the afternoon temperature 34°C, and the freezing point 0°C.
6.Write >, < or = to make each temperature comparison true: −6°C 0°C; 34°C −6°C; 0°C 34°C; −6°C −10°C.
7.Select every temperature that satisfies t ≥ 0°C.
- −6°C
- 0°C
- 8°C
- 34°C
- −1°C
Addition and inequality problem solving
8.For swimming, the lake must be at least 18°C. Write an inequality showing the temperatures t that are warm enough.
9.A family set aside $200 for summer supplies. They spent $136 on sunscreen and $78 on a sunhat. How much did they spend altogether, and did they stay within budget? Show your working.
10.Explain why −6°C is colder than 0°C, even though 6 is greater than 0.
2 printable pages
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