2. (8 pts.) Find the indefinite integral using the substitution method. State what u and du equal. [3x74x+7 dx
Use a change of variables to find the following indefinite integral. Sx²(x8 - 11) * dx What is the best choice of u for the change of variables? U= Find du. du = O dx Rewrite the given integral using this change of variables. Sx(-11)* dx=SO. du Find the indefinite integral. Sx? (28 - 11)* dx =
6. Find the general indefinite integral: J (u + 4)(2u +1)du I a. (3x dx conto de ton of b. [VF (82 +31 + 2)dx cinco T() = f(x) d. Sx dx (a=-1) sin x-e' +2 de 188
1) Find the indefinite integral: S 12x3 dx = 12x tc 2) Find the indefinite integral: S 4x (2 - x)dx 3) Find the indefinite integral: S e4x(4)dx 4) Find the indefinite integral: Saxta dx
find the indicated derivative. d/du (8u^0.1-3u^1.3)
Find the indefinite integral. (Use C for the constant of integration.) Find the indefinite integral. (Use C for the constant of integration.) x8 x - 5 dx Need Help? Read It Watch It Talk to a Tutor
Evaluate the indefinite integral ∫((1 + t/10)^3) dt using substitution. Step 1). u=g(t)= Step 2). du= Step 3-5). ∫((1+ t / 10)^3) dt=
Select the basic integration formula you can use to find the indefinite integral. 4 To dt (4 - 6)2 + 25 I love du uvu? - a au du du Va2 - 02 du ol a2 + u² Identify u and a x
Find the indefinite integral: * dx x-1
a) Find volume of the solid by evaluating the triple integral V = 5 ſ Szdydzdx 2 2 x 17 z x=1 z=x y=0 b) Find mass of the above solid if its density is y.