
Find the indefinite integral by the substitution method or state that it cannot be found by our substitution formulas.
Find the indefinite integral by the substitution method or state that it cannot be found by our substitution formulas.
2. (8 pts.) Find the indefinite integral using the substitution method. State what u and du equal. [3x74x+7 dx
12. DETAILS Find the indefinite integral using the method of trigonometric substitution. (Use C for the constant of integration.) S instructor to receive credit. There will be no credit if your work is not submitted. l 36 - 4x2 dx
8. (7 points) Evaluate the indefinite integral using a substitution. State the substitution and show all work to justify your result for credit. dx V1 - 4x2 sin-1(2x)
find the given indefinite integral. state whether integration
by substitute or integration by parts was used
Find the given indefinite integral. State whether integration by substitution or integration by parts was used. 4x e 5x dx Using integration by (Type an exact answer.) S 4x e5x dx=
Complete the square and find the indefinite integral (Note: using Trigonometric Substitution);
10 Use substitution to find the indefinite integral s -dx. (2x - 5)6
Use substitution to find an indefinite integral with Question What is / -4x(3x2 – 1)?dx? Do not include the constant "+C" in your answer. For example, if you found the antiderivative was 2x + C, you would enter 2x. Provide your answer below: MORE INSTRUCTION Cantant attribution
Use substitution to find the indefinite integral. Sox ex dx [ 5x² e 7x dx=
Integrating with Trigonometric Substitution
Evaluate 2dx 0 Find the indefinite integral. 20e5r dt
Evaluate 2dx 0
Find the indefinite integral. 20e5r dt
Use substitution to find the indefinite integral. 6x + 7 (12x² + 28x) 5 6x +7 16x +7 (12x² + 28x) 5 dx = 0