10. Evaluate integral, please show step by step.
2. Given two initial value problems, у" — р(г)у +q()у +r(x) with a <I<b,y(a) — с,1 (а) —0 (1) and у" — р(г)у + g(х)у with a < r <ь,y(a) — 0, and / (а) — 1 (2) [a, b) where p(x), q(z) and r(x) Show that given two solutions yı(x), y2(x) to the linear value problems above, (1) and (2), respectively, then there exists a solution y(x) to a linear boundary value problem above where y(a) %3D 0, у...
Please evaluate this integral step by step, thank you!
Evaluate: 2 dt 4 + 12 و 0
PLEASE FULLY SOLVED AND STEP BY STEP
SOLUTION
The integral in this exercise converges. Evaluate the integral without using a table. 12 dx 144 -2 0 12 ! dx = 0 144 -X
For each indefinite integral, evaluate the integral. For each
definite
integral, evaluate the integral or show that it is
divergent.
******Please try not to use U-sub, I do not understand how the
online step by step calculators solve using
4. a and b
8+2x2 r(arctan(x))dx
8+2x2 r(arctan(x))dx
Write neat please. Show step by step please. Show steps for the
equation please. Box in answers please
from rectangular coordinates to both cylindrical and and evaluate the simplest iterated integral.
from rectangular coordinates to both cylindrical and and evaluate the simplest iterated integral.
step by step please, thank
you
(2) Use Stokes' Theorem to evaluate the integral F.dr, where F(x, y, z) =< -Y, I, z > and where S is the upper hemispherical surface defined by z = v1- 2 - y2. The boundary of S is the curve C defined by Cos (t) y= sin (t) 0t 27 Z=0
Evaluate the integrals.
Please show each step clearly. Thanks! :)
1) Evaluate the following integrals. You must show your work. If an integral does not converge, show why. a. st x2 - 4x – 1 dx x3 + x 10 b. 5 - dx (x - 2)3 c. .00 15x2 + 6 dx (5x3 + 6x)3
PLEASE FULLY SOLVED AND STEP BY STEP
SOLUTION
The integral in this exercise converges. Evaluate the integral without using a table. 3 dv -V v2 3 3 dy= w² 3 (Simplify your answer.) - V
Need help, please show work
Evaluate the following indefinite integral: 0 1+I
Need help, please show work
Evaluate the following indefinite integral: 0 1+I