ICSE · Class 9 · Mathematics

Class 9 Complementary Angles Mock Test (ICSE)

4 practice questions from Complementary Angles, in the style of your board paper, each with a worked answer and the marks for every step. Then take a full chapter test on paper, snap the pages and get every step marked.

Topics in Complementary Angles

  • Ratios of complementary angles
  • Evaluating expressions using complementary angles
  • Simplifying with complementary angle identities

Complementary Angles practice questions with answers

  1. Q1Multiple choice1 mark
    If sin⁡3A=cos⁡(A−26∘)\sin 3A = \cos (A - 26^\circ), where 3A3A is an acute angle, the value of AA is:
    1. (a)32∘32^\circ
    2. (b)28∘28^\circ
    3. (c)31∘31^\circ
    4. (d)29∘29^\circ
    Show answer and step marks
    1. Correct option: (d) 29∘29^\circ+1
    Answer: (d)
  2. Q2Multiple choice1 mark
    The value of cos⁡40∘sin⁡50∘+csc⁡50∘sec⁡40∘−4cos⁡245∘\frac{\cos 40^\circ}{\sin 50^\circ} + \frac{\csc 50^\circ}{\sec 40^\circ} - 4 \cos^2 45^\circ is:
    1. (a)11
    2. (b)00
    3. (c)22
    4. (d)−1-1
    Show answer and step marks
    1. Correct option: (b) 00+1
    Answer: (b)
  3. Q3Multiple choice1 mark
    Simplifying cos⁡(90∘−A)sin⁡A+sin⁡(90∘−A)cos⁡A\cos(90^\circ - A) \sin A + \sin(90^\circ - A) \cos A gives:
    1. (a)00
    2. (b)sin⁡2A\sin 2A
    3. (c)22
    4. (d)11
    Show answer and step marks
    1. Correct option: (d) 11+1
    Answer: (d)
  4. Q4Multiple choice1 mark
    The value of sin⁡35∘cos⁡55∘+tan⁡20∘⋅tan⁡70∘\frac{\sin 35^\circ}{\cos 55^\circ} + \tan 20^\circ \cdot \tan 70^\circ is:
    1. (a)33
    2. (b)00
    3. (c)22
    4. (d)11
    Show answer and step marks
    1. Correct option: (c) 22+1
    Answer: (c)

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  • 15 min10 marks
  • 30 min20 marks
  • 1.5 hr40 marks
  • 3 hr80 marks
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