Integration Techniques (Straight, U-Sub, By Parts)

What is the best method to use in order to integrate this function? (Now integrate this function on a separate sheet of paper)

• tabular or integration by parts

• straight integration

• u substitution

• arc trig functions

What would you choose for your u here if you used integration by parts? (Now integrate this function on a separate sheet of paper)

• t

• 3t

• e^2t

• e^t

• don't use IBP, let u = 2t

Which of these can be integrated using u-substitution? (Use u-substitution to integrate the one you chose on a separate sheet of paper)

• A

• B

• both

• neither

What method would you use here? (Now integrate the function using the correct method, on a separate sheet of paper)

• antiderivatives

• u-substitution

• integration by parts

• slope fields

What method would you choose to integrate this function? (Now integrate this function on a separate sheet of paper)

• u-substitution

• straight integration

• tabular or integration by parts

• rewrite function as a quotient

What method would you use here? (Now integrate this function on a separate sheet of paper)

• antiderivatives

• u-substitution

• integration by parts

• slope fields

What method would you use here? (Now integrate this function on a separate sheet of paper)

• antiderivatives

• slope fields

• integration by parts

• u-substitution

When using u-substitution to integrate this, what is the u? (Now integrate on a separate sheet of paper)

• 2x

• e^x

• x²

• none of these

This can be integrated using u-substitution. What should "u" equal in this integral? (Now integrate on a separate sheet of paper)

• x

• (lnx)/x

• lnx

• sin(lnx)

What method would you use here? (Now integrate on a separate sheet of paper)

• antiderivatives

• u-substitution

• integration by parts

• slope fields