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Mark Scheme (Results) January 2012 - Bland

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Question Working<br />

Number<br />

4(a) ∑ f × x = 12.5× 20 + 30× 11+ 37.5× 27 + 50× 15 + 75× 15 + 95×<br />

12 (= 4607.5)<br />

(having at least two correct products in 6 summed products)<br />

"4607.5"<br />

100<br />

Answer: 46.1 <strong>Mark</strong>: 3<br />

Notes<br />

M1<br />

M1 (DEP)<br />

A1<br />

Question Working Answer <strong>Mark</strong> Notes<br />

Number<br />

4(b) Interval Frequency<br />

Density<br />

Given height and<br />

width drawn.<br />

0≤ t < 25 0.8<br />

25 ≤ t < 35 1.1<br />

35 ≤ t < 40 5.4<br />

40 ≤ t < 60 0.75 (given)<br />

60 ≤ t < 90 0.5<br />

90 ≤ t < 100 1.2<br />

4<br />

B4 (-1eeoo)<br />

Question Working Answer <strong>Mark</strong> Notes<br />

Number<br />

5(a) 1<br />

3 , 33.3%, 0.333 B1<br />

1<br />

Question Working Answer <strong>Mark</strong> Notes<br />

Number<br />

5(b) 1 1 1 1<br />

× + × (one correct pair of<br />

M1<br />

3 3 3 2<br />

probabilities)<br />

(adding 2 nd correct pair of<br />

probabilities)<br />

M1 (DEP)<br />

Conclusion with no wrong working<br />

seen<br />

3<br />

A1<br />

International GCSE Mathematics (4MB0) Paper 01 <strong>January</strong> <strong>2012</strong>

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