Precious secondary school, aramoko ekiti
PRECIOUS SECONDARY SCHOOL, ARAMOKO – EKITI
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| PRECIOUS SECONDARY SCHOOL, ARAMOKO – EKITI.
PROMOTION EXAMINATION FOR 2016/2017 ACADEMIC SESSION CLASS: SSS ONE SUBJECT: MATHEMATICS TIME: 2HOURS INSTRUCTION: Attempt all questions SECTION A If tan Ө = 5/8, what is the value of Ө? (a) (a) 32.40 (b) 32.30 (c) 32.00 What is the value of x in, cos (Ө + 10) = sin Ө (a) 40.20 (b) 46.40 (c) 400 Solve for the value of Ө in sin 3Ө = cos 4Ө (a) 12.80 (b) 12.70 (c) 12.90 If tan 450 = 1, what is cot 450? (a) √3/2 (b) √2/3 (c) 1 If cos 300 = √3/2, what is sec 300 (a) √3/2 (b) 1/√2 (c) 2/√3 Simplify tan 450 + cos 600 (a) 1 ½ (b) 2 ½ (c) 3 ½ Simplify cos2 600 (a) ¼ (b) 1/8 (c) 1/16 If tan x = ½, simplify cos x + sin x Find the value of sin 1200 (a) √3/2 (b) 2/√3 (c) √3/1 Find the value of tan 3150 (a) -1 (b) – 2 (c) – 3 Simplify 1 – tan 3000 (a) 1+ √3 (b) 1- √3 (c) (1 -√3)2 Calculate the length of an arc subtended an angle 1350 at the centre and radius 14cm (∏ = 22/7) (a) 33cm (b) 33.3cm (c) 33.4cm Which of the following is the perimeter of a sector of a circle (a) 2r + Ө/360 X 2∏r (b) 2r + Ө/360 X 2r (c) Ө/360 X ∏r2 Calculate the perimeter of a sector which subtends an angle of 900 at the center of a circle with a radius of 21cm. (∏ = 22/7) (a) 73.0cm (b) 73.2cm (c) 73.6cm Which of the option is the formula to calculate the area of a sector of a circle (a) A = Ө/360 X ∏r2 (b) A = Ө/360 X 2∏r (c) A = Ө/360 X r2 A sector of a circle radius 21cm subtends an angle of 700 at the centre. Calculate the area of the sector. (a) 269.5cm2 (b) 267.5cm2 (c) 268.5cm2 Calculate the surface area of a cube whose edge is 5cm (a) 150cm2 (b) 160cm2 (c) 170cm2 If the total surface area of a cube is 290cm2, calculate the edge. (a) 6.95cm (b) 6.90cm (c) 6.91cm Calculate the volume of a cube whose edge is 5.5cm (a) 166.38cm3 (b) 165.38cm3 (c) 167.38cm3 Which of the following is the volume of a cylinder? (a) ∏r2h (b) ∏r3h (c) ∏rh Download 70.95 Kb. Share with your friends:
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