if y=[1/(b^2-a^2)^1/2]log[{(b-a)^1/2}+{(b-a)^1/2}tanx/2]/[{(b+a)^1/2}-

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Mostafijur Rahaman Grade: 12


                        if y=[1/(b^2-a^2)^1/2]log[{(b-a)^1/2}+{(b-a)^1/2}tanx/2]/[{(b+a)^1/2}-{(b-a)^1/2}tanx/2] then prove that dy/dx-sec^2(x/2)/(b+1)-(b-a)tan^2(x/2).

6 years ago

Answers : (1)

Pankaj

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131 Points

							
I am not able to interpret your query. Please write down the problem clearly so that I can provide you the meaningful answer.

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Pankaj Singh
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6 years ago

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if y=[1/(b^2-a^2)^1/2]log[{(b-a)^1/2}+{(b-a)^1/2}tanx/2]/[{(b+a)^1/2}-{(b-a)^1/2}tanx/2] then prove that dy/dx-sec^2(x/2)/(b+1)-(b-a)tan^2(x/2).

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