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Integrated mathematics scheme: IMS T2 - National STEM Centre

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C. The graph should give<br />

(a) 12·5 em (b) 15·7 em<br />

(c) 37·7 em (d) 26·4 em<br />

D. The ratio C -7 D should come to roughly 3·1"4each time so the average<br />

should be very close to 3·14.<br />

M25<br />

Practical work.<br />

M26 A. Completed table. Answers marked*<br />

Radius<br />

1. 22cm<br />

2. 11 m<br />

3. 14mm<br />

4. 8·5 cm*<br />

5. 4·25cm*<br />

6. 2·2 m*<br />

7. 15·9cm*<br />

8. 7·5mm*<br />

9. 0·9mm*<br />

10. 9·25 m*<br />

11. 4·3cm*<br />

12. 72 km<br />

44cm*<br />

22m*<br />

28mm*<br />

17cm<br />

·8·5cm<br />

4-4m<br />

31-8cm*<br />

15 mm*<br />

1·8mm*<br />

18·5m<br />

8·6cm*<br />

144 km*<br />

Diameter<br />

Circumference<br />

138cm*<br />

69m*<br />

88mm*<br />

53-4cm*<br />

26-7 cm*<br />

13·8 m*<br />

100cm<br />

47mm<br />

5·8mm<br />

58m*<br />

27cm<br />

452 km*<br />

B. 1. 235·5 mm<br />

2. Approx 125 em<br />

3. 1mm<br />

4. 220 em, 220 m<br />

5. 471 em<br />

(a) 21 230 approx<br />

(b) 212300 approx<br />

P17 A. 1. 37 mm<br />

2. 50mm<br />

3. 72mm<br />

4. 39mm<br />

B. 1. 146 mm<br />

2. 174mm<br />

3. 328mm<br />

21

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