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PRADEEP PUBLICATION-INVERSE TRIGONOMETRIC FUNCTIONS-EXERCISE
- Find the value of cos^-1 (cos ((7pi)/6) )
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- Write the value of sin [pi/3 - sin^-1(-1/2)]
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- Write the value of tan(2 tan^-1 (1//5))
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- If tan^-1 x + tan^-1y = pi/4, xy < 1, then write the value of x +y + x...
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- Find the principal values of the following: sin^-1(-1/2)
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- Find the principal values of the following: cos^-1(sqrt3/2)
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- Find the principal values of the following (2-8): cosec^-1(2)
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- Find the principal values of the following : tan^-1(-sqrt3)
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- Find the principal values of the following: cos^-1(-1/2)
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- Find the principal values of the following : tan^-1(-1)
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- Find the principal values of the following : sec^-1(-2/sqrt3)
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- Find the principal values of the following: cot^-1(sqrt3)
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- Find the principal values of the following: cos^-1(-1/sqrt2)
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- Find the principal values of the following (2-8): cosec^-1(-sqrt2)
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- Find the values of the following tan^-1(1) + cos^-1(-1/2) + sin^-1(-...
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- Find the values of the following cos^-1(1/2) + 2 sin^-1(1/2)
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- If sin^-1 x = y, then 0 le y le pi
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- tan^-1 sqrt3 - sec^-1 (-2) is equal to :
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- Prove the following: 3sin^–1 x = sin^–1 (3x – 4x^3), x in [–1/2 , 1/2]
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- Prove the following: 3cos^–1 x = cos^–1 (4x^3 – 3x), x in [1/2,1]
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