\[\int{\text{cose}{{\text{c}}^{4}}x\,dx}=\] [RPET 2002]

\[-\tan x-\frac{{{\tan }^{3}}x}{3}+c\]

\[\cot x+\frac{{{\cot }^{3}}x}{3}+c\]

\[\tan x+\frac{{{\tan }^{3}}x}{3}+c\]

\[-\cot x-\frac{{{\cot }^{3}}x}{3}+c\]

\[\int{\text{cose}{{\text{c}}^{4}}x\,dx}=\] [RPET 200

1.	\[\int{\text{cose}{{\text{c}}^{4}}x\,dx}=\] [RPET 2002]
A.	\[\cot x+\frac{{{\cot }^{3}}x}{3}+c\]
B.	\[\tan x+\frac{{{\tan }^{3}}x}{3}+c\]
C.	\[-\cot x-\frac{{{\cot }^{3}}x}{3}+c\]
D.	\[-\tan x-\frac{{{\tan }^{3}}x}{3}+c\]
Answer» D. \[-\tan x-\frac{{{\tan }^{3}}x}{3}+c\]

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\[\int{\text{cose}{{\text{c}}^{4}}x\,dx}=\] [RPET 2002]

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