Additional Mathematics 0606: CIRCULAR MEASURE Topical Past Paper Questions
Cambridge IGCSE Additional Mathematics (0606) past-paper questions on CIRCULAR MEASURE, free. This topic is frequently examined across 28 exam sessions. Sign in for the full topic-segregated question bank and AI worksheets.
Sample questions
In this question lengths are in centimetres. The diagram shows a shape ABCDP. AB, BC and CD are three sides of a square. The arc AD is part of a circle centre P. M is the midpoint of BC. AB = BC = CD = 4 and MP = 5. Angle APD = $ \theta $ radians. (a) Show that $ \theta = 2.21 $…
In this question the units are metres. The diagram shows a circle, centre O and radius 2. The chord AB has length $ 2\sqrt{3} $. The point Q lies on the circle such that AQ = BQ. The arc APB is part of a circle, centre Q. (a) Find the exact value of angle AOB in radians. [2] [2]…
The diagram shows a design for a logo. The logo is a sector of a circle, radius $ r \, \text{cm} $, with angle $ \alpha $ radians. The area of the logo is $9\ cm^{2}$. (a) Show that the perimeter, $P$ cm, of the logo is given by $$ P=2r+\frac{18}{r}. $$ (b) Given that r can vary,…
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