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If L 10 = Pie^/2 /0 Sin X. Dx Then The Value Of L 10 + 90l G Is
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The Value Of Pie / Pie 4 E^x (log Sin X +cot X ) Dx Is
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If A Function F(x) Satisfies F (x) G(x). Then, The Value Of
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If Ln =pir/4 /0 Tan^n X Dx, Where N Is A Positive Integer, Then
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Then The Expression For L(m,m) In Terms Of L (m + 1, N -1) Is
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The Value Of Pie /2 (sin X Cos X / Root 1 + Sin 2x)^2 Dx Is
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Let F Be A Function Such That F(1) = 4 And F (x) > - 2 For 1 < - X < - 4. How Small Can F(4) Possible Be ?
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