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Test: Applications of Trigonometric Identities - Grade 10 MCQ
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15 Questions MCQ Test - Test: Applications of Trigonometric Identities
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Test: Applications of Trigonometric Identities - Question 1
If 7sin2x + 3cos2x = 4 then, secx + cosecx =
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Test: Applications of Trigonometric Identities - Question 2
Using the formula cos 2θ = 1-2 sin2θ the value of sin 15° is
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is equal to
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Test: Applications of Trigonometric Identities - Question 4
When 0°< θ < 90°, and 2cos θ = 1 the value of θ is
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Test: Applications of Trigonometric Identities - Question 7
If tanθ > 0, sinθ > 0, then the terminal arm of the angle lies in the quadrant
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Test: Applications of Trigonometric Identities - Question 9
The value of cos θ cos(90° - θ) – sin θ sin (90° - θ) is:
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Test: Applications of Trigonometric Identities - Question 10
tan2A – tan2B can also be written as.
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Test: Applications of Trigonometric Identities - Question 11
The value of θ for which 2 cos2θ + sinθ - 2 = 0; 0° < θ < 90° is:
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Test: Applications of Trigonometric Identities - Question 12
If 2 cos(A + B) = 1, and 2 sin(A –B) = 1 then the values of A and B are
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Test: Applications of Trigonometric Identities - Question 13
If a cosθ + b sinθ = 4 and a sinθ – b cosθ = 3, then a2 + b2 is
Test: Applications of Trigonometric Identities - Question 14
If θ is an acute angle and tan θ + cot θ = 2, then the value of tan7θ + cot7θ is is
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