If \[\int{\sec x\cos ec\,\,x\,\,dx=\log \left| g(x) \right|}+c,\] then what is \[g(x)\] equal to?

If \[\int{\sec x\cos ec\,\,x\,\,dx=\log \left| g(x) \right|}+c,\] then

1.	If \[\int{\sec x\cos ec\,\,x\,\,dx=\log \left\| g(x) \right\|}+c,\] then what is \[g(x)\] equal to?
A.	\[\sin x\cos x\]
B.	\[{{\sec }^{2}}x\]
C.	\[\tan x\]
D.	\[\log \left\| \tan x \right\|\]
Answer» D. \[\log \left\| \tan x \right\|\]

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If \[\int{\sec x\cos ec\,\,x\,\,dx=\log \left| g(x) \right|}+c,\] then what is \[g(x)\] equal to?

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