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GRADE : 9
SUBJECT :MATHEMATICS
Name of the Student:
Signature of the Examiner:
Marks obtained:
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2M
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3M
3M
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4. (a) Simplify 𝑚12 ÷ 𝑚3
1M
2M
3M
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6.
Anne returns from Sweden with 320 Swedish krona. She changed the 320 Swedish krona
into Canadian dollars. Using the following exchange rates,
1 Canadian dollar = 0.57 Euros
1 Swedish krona = 0.094 Euros
calculate the amount, to 2 decimal places, of Canadian dollars that Anne should have
received.
3M
7. Solve the equation
5𝑥 2 + 9𝑥 – 7 = 0.
Give your solutions to 3 significant figures.Show your working clearly.
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3M
8. Solve the equation
(2𝑥 − 5) (3𝑥 + 1) = 4
Give your solutions to 3 significant figures.Show your working clearly.
9.
4M
In a race, Akaash ran a distance of (8𝑥 2 – 105) metres in (6𝑥 +1) seconds.
His average speed for the race was 𝑥 m/s.
(a) Show that 𝑥 satisfies the equation 2𝑥 2 − 𝑥 −105 = 0
(b) Hence calculate the distance, in metres, that Akaash ran in the race.
Show clear algebraic working.
Page 5 of 10
5M
A, C, B and D are four points on a circle. The chord AB intersects the chord CD at P.
AP = 7 cm, PB = 5cm and PD = 4 cm. Calculate, in cm, the length of CP.
2M
3M
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3M
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4M
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9M
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