Question

Use the substitution method to evaluate the integral.\n$\int_0^1 x^5 \sin \left(15x^6 + 19\right) dx$\nLeave answer in the exact form. Do not round.\n$\int_0^1 x^5 \sin \left(15x^6 + 19\right) dx = \frac{255177}{12500000}$

Name: Use the substitution method to evaluate the integral.∫0^1 x^5 sin(15x^6 + 19) dxanswer in the exact form. Do not round.∫0^1 x^5 sin(15x^6 + 19) dx = (255177)/(12500000)
Uploaded: 2020-09-17T02:39:39-08:00
Duration: 33 s
Channel: Darshan Maheshwari
Description: Use the substitution method to evaluate the integral.∫0^1 x^5 sin(15x^6 + 19) dxanswer in the exact form. Do not round.∫0^1 x^5 sin(15x^6 + 19) dx = (255177)/(12500000)

          Use the substitution method to evaluate the integral.\n$\int_0^1 x^5 \sin \left(15x^6 + 19\right) dx$\nLeave answer in the exact form. Do not round.\n$\int_0^1 x^5 \sin \left(15x^6 + 19\right) dx = \frac{255177}{12500000}$

Use the substitution method to evaluate the integral.∫0^1 x^5 sin(15x^6 + 19) dxanswer in the exact form. Do not round.∫0^1 x^5 sin(15x^6 + 19) dx = (255177)/(12500000)

Added by Rhonda W.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Darshan Maheshwari

09/17/2020

Step 1

Step 1: Let u = 15x + 19 Differentiating both sides with respect to x, we get: du/dx = 15 Solving for dx, we get: dx = du/15 Show more…

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Jse the substitution method to evaluate the integral. sin (15x+19) dx eave answer in the exact form.Do not round x3 sin (15x6+19) dx = 255177 12500000 Incorrect