Class 12 Maths – RD Sharma Chapter 4 : Inverse Trigonometric Function Exercise 4.10 Solutions (Step-by-Step Guide)

RD Sharma Chapter 4 : Inverse Trigonometric Function Exercise 4.10 Solutions

Evaluate: sin(tan^-1x + tan^-1(1/x)) for x < 0 Watch Solution
Evaluate : cot(sin^-1(3/4) + sec^-1(4/3)) Watch Solution
Evaluate : sin(tan^-1x + tan^-1(1/x)) for x > 0 Watch Solution
Evaluate cot(tan^-1(a) + cot^-1(a)) Watch Solution
Evaluate: cos(sec^-1x + cosec^-1x), |x|≥1 Watch Solution
If cos^-1x + cos^-1y = π/4, find the value of sin^-1(x) + sin^-1(y) Watch Solution
If sin^-1(x) + sin^-1(y) = π/3 and cos^-1(x) – cos^-1(y) = π/6, find the values of x and y. Watch Solution
If cot(cos^-1(3/5) + sin^-1(x)) = 0, find the value of x. Watch Solution
If (sin^-1x)^2 + (cos^-1x)^2 = (17π^2)/36, find x. Watch Solution
Solve : sin{sin^-1(1/5) + cos^-1x} = 1 Watch Solution
Solve : sin^-1x = π/6 + cos^-1x Watch Solution
Solve : 4sin^-1x = π – cos^-1x Watch Solution
Solve : tan^-1x + 2cot^-1x = 2π/3 Watch Solution
Solve : 5tan^-1x + 3cot^-1x = 2π Watch Solution

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