Patterns: Constant Ratio
Metric ↔ Imperial & Temperature
Proportionality Conversions (Rates)
Time, Duration & Speed
Perimeter, Area, Surface Area & Volume
100

A quantity doubles each step. If it starts at 6, what is it after 3 steps?

48

100

Convert 2.5 m to cm.

250cm

100

If 1 teaspoon ≈ 5 ml, how many ml in 4 teaspoons?

20 ml

100

Convert 2 hours 30 minutes to minutes.

150 minutes

100

Rectangle length 8 m, width 5 m. Perimeter?

26 m

200

A price increases by 10% from R250. New price?

R275

200

Convert 5 000 g to kg.

5 kg

200

If 5 ℓ paint covers 20 m², how many m² will 2 ℓ cover?

8 m²

200

A call starts at 18:03 and ends at 18:21. Duration?

18 minutes

200

Same rectangle. Area?

40 m²

300

A population grows by 5% from 12 000 in one year. New population?

12 600

300

Convert 36 inches to cm (use 1 inch = 2.54 cm).

91.44 cm

300

If 750 ml costs R24, what is the cost per 100 ml?

R3.20

300

Distance is 180 km and time is 2 h 15 min. Average speed (km/h)?

80 km/h

300

A cube has side 6 cm. Volume?

216 cm³

400

A value decreases by 15% from 980. New value?

833

400

Convert 2.8 feet to metres (use 1 foot = 0.3048 m).

0.85344 m

400

A recipe uses 300 g flour for 12 muffins. How much flour for 30 muffins?

750 g

400

A trip is 65 km. Time is 57 minutes. Average speed (km/h, 1 decimal)?

68.4 km/h

400

A rectangular box: length 0.30 m, width 0.20 m, height 0.15 m. Volume (m³)?

0.009 m³

500

A phone costs R4 800 and loses 12% value per year. Value after 2 years (nearest rand)?

R3 715

500

Convert 680F to oC using C = (F-32) x 5/9

20oC  

500

A car uses 7.5 ℓ per 100 km. How many litres for 460 km?

34.5 ℓ

500

A train departs 05:47, travels 2 h 38 min, then stops 17 min, then travels 1 h 12 min. Arrival time?

09:54

500

A cylindrical tank has radius 0.85 m and height 2.2 m. Using pi=3.142 / π=3.142, calculate the volume in litres (nearest litre).

4 994 ℓ

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