Differentiate [ln(Sin(4x))][tan(4x)]
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Answer:
4[ln(sin4x)*(sec^2(4x))-(tan4x)*(cosec4x)(cos4x)]
Explanation:
ln(sin4x)*(sec^2(4x))*(4)]-[(tan4x)*(cosec4x)(cos4x)*4
= 4[ln(sin4x)*(sec^2(4x))-(tan4x)*(cosec4x)(cos4x)]
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