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First page of A-Level Pure Mathematics Revision Pack Zimbabwe

A-Level Pure Mathematics Revision Pack Zimbabwe

Study Pure Mathematics revision pack for A-Level. Useful for revision, homework, and exam preparation in Zimbabwe.

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Exam board
ZIMSEC
Subject
Pure Mathematics
Level
A-Level
Document
Revision Pack
Paper
Revision Test 2
Time allowed
1 hour 30 minutes
Year
2022
File
PDF, 771 KB

About this revision pack

This is the ZIMSEC A-Level Pure Mathematics revision pack for Revision Test 2 from 2022. It is a free revision pack for revision. Time allowed: 1 hour 30 minutes.

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Other years: Pure Mathematics A-Level

Text from the first page

A' LEVEL
PURE MATHEMATICS
2022 FINAL REVISION TEST 2
TIME: 1 hour 30 minutes
(...) Marks

Answer all questions.
[If a numerical answer cannot be given exactly, and the accuracy required is not specified in the question, then in the case of an angle it should be given correct to the nearest degree, and in other cases it should be given to 2 significant figures.]
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Sharewell B. C
1. a)

The diagram shows a semicircle with diameter AB , centre 0 and radius $r$. The point C lies on the circumference and angle $\mathrm{AOC}=\theta$ radians. The perimeter of sector BOC is twice the perimeter of sector AOC . Find the value of $\theta$ correct to 2 significant figures.

[5]
b)

The diagram shows triangle ABC which is right-angled at A . Angle $\mathrm{ABC}=\frac{1}{5} \pi$ radians and $\mathrm{AC}=8 \mathrm{~cm}$. The points D and E lie on BC and BA respectively. The sector ADE is part of a circle with centre A and is such that BDC is the tangent to the $\operatorname{arc} \mathrm{DE}$ at D .

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