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{_{{{0}}}^{{{{}}{{{3}}}}}}{{{{{x}}}}}{{{{{2}{k}{{{x}}}}}}}{.{d
Question

\displaystyle{\int_{{{0}}}^{{\frac{{\pi}}{{{3}}}}}}\frac{{{\tan{{x}}}}}{{\sqrt{{{2}{k}{\sec{{x}}}}}}}{\left.{d}{x}\right.}={1}-

A
/(sqrt2)k21(1)/

B
(3))(tanx)/(sqrt(2ksecx))dx=1-(1)/(sqrt2)k21(1)/(2)

C
)(tanx)/(sqrt(2ksecx))dx=1-(1)/(sqrt2)k21(1)/(2)(1)/

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\displaystyle{\int_{{{0}}}^{{\frac{{\pi}}{{{3}}}}}}\frac{{{\tan{{x}}}}}{{\sqrt{{{2}{k}{\sec{{x}}}}}}}{\left.{d}{x}\right.}={1}-
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Question Text
\displaystyle{\int_{{{0}}}^{{\frac{{\pi}}{{{3}}}}}}\frac{{{\tan{{x}}}}}{{\sqrt{{{2}{k}{\sec{{x}}}}}}}{\left.{d}{x}\right.}={1}-
Answer Type Video solution: 1
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