Question

integral from -6 to 6 of sqrt(36-x^2)^3 dx

integral from -6 to 6 of sqrt(36-x^2)^3 dx


Math   Calculus   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. Integral sin(x+1)sin(2x)dx 2.Integral xe^x dx 3. integral ln sqrt(x) dx 4. integral sqrt(x) lnx dx
1. Integral sin(x+1)sin(2x)dx 2.Integral xe^x dx 3. integral ln sqrt(x) dx 4. integral sqrt(x) lnx dx
Evaluate the integral using trig substitution. definite integral from 1 to sqrt(2) 6 / (x^2 sqrt(4-x^2))dx...
Evaluate the integral using trig substitution. definite integral from 1 to sqrt(2) 6 / (x^2 sqrt(4-x^2))dx (a) write the definition for x using the triangle (b) write the new integral before any simplification (c) write the new integral after simplifying and in the form ready to integrate (d) write the solution in simplified exact form write all answers next to the specified letter above
A) Use the Comparison Test to determine whether integral from 2 to infinity x/ sqrt(x^3 -1)dx...
A) Use the Comparison Test to determine whether integral from 2 to infinity x/ sqrt(x^3 -1)dx is convergent or divergent. B)Use the Comparison Test to determine whether the integral from 2 to infinity (x^2+x+2)/(x^4+x^2-1) dx is convergent or divergent.
How come integral -1 to 1 (sqrt (1+x^2)) dx can be the same as 2* integral...
How come integral -1 to 1 (sqrt (1+x^2)) dx can be the same as 2* integral 0 to 1 (sqrt(1+x^2))dx ??   
1.Solve the following initial value problem a) dy/dx= y2/(x-3), with y(4)=2 b) (sqrt(x)) dy/dx = ey+sqrt(x),...
1.Solve the following initial value problem a) dy/dx= y2/(x-3), with y(4)=2 b) (sqrt(x)) dy/dx = ey+sqrt(x), with y(0)= 0 2. Find an expression for nth term of the sequence a) {-1, 13/24, -20/120, 27/720, ...} b) {4/10, 12/7, 36/4, 108, ...}
Use polar coordinates and double integrals to compute the improper integral: sqrt{x} (e^{-x) dx.
Use polar coordinates and double integrals to compute the improper integral: sqrt{x} (e^{-x) dx.
6. Evaluate Z 1/sqrt(x^2-9)dx
6. Evaluate Z 1/sqrt(x^2-9)dx
What is the Integral from sqrt2/3 to 2/3 (dx/(x^5sqrt(9x^2-1))
What is the Integral from sqrt2/3 to 2/3 (dx/(x^5sqrt(9x^2-1))
1. the integral of 0 to 1 of (x) / (2x+1)^3 dx 2. the integral of...
1. the integral of 0 to 1 of (x) / (2x+1)^3 dx 2. the integral of 2 to 4 of (x+2) / (x^2+3x-4) dx
Use the trapezoidal rule with n=4 steps to estimate the integral.   Integral from -1 to 1(x^2+6)dx...
Use the trapezoidal rule with n=4 steps to estimate the integral.   Integral from -1 to 1(x^2+6)dx (-1 is on the bottom)  
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT