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If (sec8A-1)/(sec4A-1)=tanmA.cotnA, then...

If `(sec8A-1)/(sec4A-1)=tanmA.cotnA,` then: `(m,n)-=....`

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(sec 8 A-1)/( sec 4A-1)=

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Prove that: (sec4A-1)/(sec8A-1)=tan2A. cot8A

Prove that: (sec4A-1)/(sec8A-1)=tan2A. cot8A

Prove that (sec8A-1)/(sec4A-1)=(tan8A)/(tan2A)

Prove that (sec 8A-1)/( sec 4 A -1) = ( tan 8 A)/( tan 2A).

Prove that (sec 8 A-1)/(sec 4A -1)=(tan 8A)/(tan 2A) .

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Prove that (sec 8A-1)/(sec 4A-1)=(Tan8A)/(Tan2A)

If inttan^(3)x sec^(3)xdx=((1)/(m))sec^(m)x-((1)/(n))sec^(n)x+c, then (m, n)-=