if y = cos (m sin-1 x) find yn (0).
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If x = 0 we get yn(0) = 0
Given,
y = cos (m sin-1 x)
To find,
yn (0)
Solution,
Rewrite y = cos (m sin-1 x) as y = cos (m arcsin x)
By Taking the derivative of y with respect to x to find y':
y' = -m sin (m arcsin x) × (1/√(1-x^2))
Substitute x = 0 into y':
y'(0) = -m sin (m arcsin 0) × (1/√(1-0²))
= -m sin (m × 0) × (1/1)
= 0
Thus, yn (0) = 0.
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