Math, asked by ADITYA123456689, 1 year ago

pleae answer it fast

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Answered by siddhartharao77
1
Given

LHS = cos^2A - sin^2A = tan^2B

           cos^2A - (1 - cos^2A) = sec^2B - 1

          cos^2A - 1 + cos^2A = sec^2B - 1

          2cos^2A - 1 = sec^2B - 1

          2cos^2A = sec^2B - 1 + 1

          2cos^2A = sec^2B 

          2/sec^2A = 1/cos^2B

          2cos^2B = sec^2A   ------------------ (1)

           



Now,

RHS = cos^2B - sin^2B

        = cos^2B - (1 - cos^2B)

        = cos^2B - 1 + cos^2B

        = 2cos^2B - 1

        = sec^2A - 1

        = tan^2A.


LHS = RHS.



Hope this helps!

siddhartharao77: if possible brainliest the effort
Answered by Anonymous
0
Hi,

Please see the attached file!

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