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Find the 7th term of G.P from the following sequence: 4,8,16,32
- (A) 256
- (B) −256
- (C) 313
- (D) 512
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Use table to evaluate cos115∘
- (A) 0.4226
- (B) −0.4226
- (C) 0.8710
- (D) −0.8710
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Solve this inequality: 3x−2<x+1
- (A) x<21
- (B) x<32
- (C) x<23
- (D) x<3
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Solve this Inequality: 4x+31≥32x−2
- (A) x≥−107
- (B) x≥−67
- (C) x≥−21
- (D) x≥−307
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The 4th term of an arithmetical Progression is 15 and the 9th term is 35. Find the 15th term.
- (A) 56
- (B) 57
- (C) 58
- (D) 59
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Find the Sum of the first twenty terms of the linear sequence 1,5,9,13,...
- (A) 760
- (B) 770
- (C) 780
- (D) 790
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Given a right-angled triangle where the hypotenuse is 10 and the adjacent side to angle θ is 8. Find tanθ.
- (A) 16
- (B) 86
- (C) 68
- (D) 48
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Given a right-angled triangle where the hypotenuse is 13 and the adjacent side to angle θ is 5. The opposite side is labeled y. Find the value of cotθ.
- (A) 35
- (B) 125
- (C) 512
- (D) 145
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Given that sinα=178, find the value of cscα.
- (A) 817
- (B) 178
- (C) 1715
- (D) 1517
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Determine the quadrant for 115∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 250∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 300∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 45∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 180∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 90∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 270∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 360∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Determine the quadrant for 100∘.
- (A) 1st Quadrant
- (B) 2nd Quadrant
- (C) 3rd Quadrant
- (D) 4th Quadrant
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Find the 7th term of G.P from the following sequence: 4,8,16,32
- (A) 256
- (B) −256
- (C) 313
- (D) 512
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If 22x+y=32 and 2x−y=1, find the value of x and y.
- (A) x=1,y=1
- (B) x=2,y=1
- (C) x=3,y=2
- (D) x=5,y=0