Leave all values Exact. (No decimals) Please show all algebra steps as well.
Leave all values Exact. (No decimals) Please show all algebra steps as well. 8. Evaluate the...
-please show steps and final answer -check out my other posts as well ou Evaluate the following iterated integral. se 1 1 gn Sfx²y3 exi dy dx 00 y! 1 1 Sfxy Sexy dy dx = 0 let dy dx = 00 (Type an exact answer in terms of e.) rad ic ote sf tim
please show all work and steps thank you :) Evaluate the integral. 1 $5x(x2 - 1) '?dx 0 1 5x(x2 - 1)?dx = (Type an integer or a simplified fraction.) 0
Please show all workings and steps for question 1: 1. Evaluate the indefinite integral. 3 - a) [(5x2 – 2x) +6x*) dx х b) \ x2 -dx 4x3 + 1 dx 1 + (ex)2
Please show all steps. Evaluate the integral using a trigonometric substitution. Jo (4 – x2) 312 * - *2)3/2 dx
A. Show that the differential forms in the integrals are exact. B. Then evaluate the integrals. (0,1) (3x - y + + 1) dx + (-x - 2y + 2) dy
Evaluate the integrals. Please show each step clearly. Thanks! :) 1) Evaluate the following integrals. You must show your work. If an integral does not converge, show why. a. st x2 - 4x – 1 dx x3 + x 10 b. 5 - dx (x - 2)3 c. .00 15x2 + 6 dx (5x3 + 6x)3
Please show all work with steps thank you will leave like for reply 8. Determine the maximum curvature attained by y = cos r. At what values of is does it occur?
show all the steps.. for a and c 1) (25 points) Evaluate the following integrals. Inc dc In x + In(6 - x) al via de dac (x2 + 4x + 7)3 0
Please show solution steps. Thanks! 11. Give the values of the definite integrals: 1., (x) dx = 12, 1,8(x) dx = -6, 5, 8(x) dx = 24 find: |.[2f(x) + 4g(x)] dx = b) {**$(x) dx = — c) | ,8(x) dx = 12. (8 pts.) The graph of f'(x) is given. Identify the following properties for f(x). YA y= f'(x) far a) What are the x-values of the critical numbers on the graph: b) Make a sign chart for...
(Leave your answer in the exact form - no decimals) 4. [16 points) Given that cos p = following: <a<n. Find the exact values of each (a) 4 points) sinſ and cos a (b) (4 points) cos() (c) (4 points) sin(2a) (d) (4 points) In what quadrant does 2a lie? Justify your answer.