Expand log sin(x+h)in power of h tayar is theorem
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f(x)= log sin(x)
f(x+h)= log sin (x+h)
f(x+h)= f(x) + h f'(x) + h^2/2! f"(x)+ h^3/3! f'''(x)+...
f(x)= log(sin x)
f'(x)= cos x/ sin x=cot x
f"(x) = -cosec^2 x
f"'(x) = 2 cosec^2 cot x
log sin(x+h) = log(sin x) + h cot x - h^2 cosec^2 /2+
h^3/3 cosec^2x cot x + .........
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Expand log sin (x+h) in assessing power of h
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29th Mar, 2019
Hello Shraddha,
Please ask your careers related question on this platform. For mathematics problem you can ask your question on other platforms or you can refer guide/ reference book for it.
Careers360 is a platform for asking question related to careers.
Regards
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