How do you prove that sec2x(csc2x)=sec2x+csc2x ? We will update the answer very soon.
Prove Sec^2(X) - Csc^2(X) = Tan^2(X) - Cot^2(X) - Youtube
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Sec2x+csc2x=sec2x csc2x. Use the identity $\sin^2 x + \cos^2 x = 1$ to hopefully. Our expert is working on this class vii maths answer. The wrong formula was used for the disk method, it should be the integral.
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See the answer show transcribed image text expert answer transcribed image text: $\begingroup$ what you have so far is fine. Step by step solution :
Sec2x + cos2x 1 see answer it’s is a advertisement advertisement nehaponappa7 is waiting for your help. Csc2x sec2x = sec2x + csc2x solve, finding all. 1 / tanx (1 + cos2x) = csc2x.
This problem has been solved! Volume of revolution of the area between sec(x −1) and ln(x) for 1 ≤ x ≤ 2. I am trying to prove this and i am really not sure how to start.
Find a common denominator, and add the fractions. Csc2(x) csc 2 ( x) because the two sides have been shown to be equivalent, the equation is an identity.
Sec^2X+Csc^2X=Sec^2Xcsc^2X - Youtube
Solved:verify Each Identity. \Sec ^2 X \Csc ^2 X=\Sec ^2 X+\Csc ^2 X