\int 5^t \sin(5^t) dt \\ \int \frac{\sin x}{5 - (\sin x)^2} dx \\ \int \frac{\sin 2x}{\sqrt{3 + (\cos x)^2}} dx

          \int 5^t \sin(5^t) dt \\ \int \frac{\sin x}{5 - (\sin x)^2} dx \\ \int \frac{\sin 2x}{\sqrt{3 + (\cos x)^2}} dx

Added by Sonia R.

James Stewart 8th Edition

Instant Answer

07/10/2023

Step 1

Then du = 5^t ln(5) dt. Show more…

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int 5^(t)sin(5^(t))dt int (sinx)/(5-(sinx)^(2))dx int (sin2x)/(sqrt(3+(cosx)^(2)))dx 5sin(5) dt sinx dx sin2x dx 3+cosx

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