sin^2(cot^-1√1-x/1+x)
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So the problems ask to find and calculate the exact value of the trigonometric equation in the following equations and the best answers would be the following:
#1. sqrt(3)/3
#2. Arcsine of zero is 0
#3. x/sqrt(4-x^2)
I hope you are satisfied with my answer and feel free to ask for more if you have questions and further clarifications. Have a nice day
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Answer:
Brainiest me
Step-by-step explanation:
Let y= dxd
[sin 2(cot−1
1+x 1−x)] = dxd
cosec 2 {cot 2 1+x 1−x } 1= dx d
1+cot2 {cot−1 1+x 1−x} 1 = dx d
1+ 1+x 1−x1 =dx d
1+x 2 1 = dx d [ 2 1+x ]
Therefore, dx dy =2 1
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