Integral of cosx-sinx/root(8-sin2x)| ∫(𝒄𝒐𝒔⁡𝒙−𝐬𝐢𝐧𝐱)/√(𝟖−𝐬𝐢𝐧⁡𝟐𝐱 )𝐝x |Integrate cosx-sinx/sqrt(8-sin2x)

`(cosx-sinx)/(sqrt(8-sin2x))`

`int(cosx-sinx)/(sqrt(8-sin2x))dx=sin^(- 1)((sinx+cosx)/a)+c`

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If `int(cosx-sinx)/(sqrt(8-sin2x))dx=sin^(-1)((sinx+cosx)/(a))+C` then a =

Evaluate: `int(cosx-sinx)/(sqrt(8-sin2x))\ dx`

If `int(cosx-sinx)/(8-sin2x)dx=(1)/(p)log[(3+sinx+cosx)/(3-sinx-cosx)]+c`, then p= . . . .

If int(cosx-sinx)/(sqrt(8-sin2x))dx=sin^(-1)((sinx+cosx)/(a))+C then a = | 12 | INDEFINITE INTEG...

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4. ∫ (cos x – sin x)dx/√(sin 2x) Integrate (cosx–sinx)dx/sqrt(sin 2x) Antiderivative calculus 🌻💥 MSI

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