Answered You can buy a ready-made answer or pick a professional tutor to order an original one.

QUESTION

Hi, I am posting a question from the topic Double Integrals in Calculus II. The prerequisite in solving this question : a) Understanding of rectangular coordinate and polar coordinate systems b) Conv

Double Integrals in Calculus II.

The prerequisite in solving this question :

a) Understanding of rectangular coordinate and polar coordinate systems

b) Conversion formula for rectangular to polar coordinates

c) Identifying the given region of integral and the lower and upper bounds

d) Evaluating the double integral.

Question :

Compute the following integral, using polar coordinates

$$\int\limits_{-1}^{1}\int\limits_{-\sqrt{1-x^2}}^{\sqrt{1-x^2}}(x^2+y^2)^\frac{3}{2}dydx$$

ANSWER

Tutor has posted answer for $10.00. See answer's preview$10.00

****** ***************** ******************* :Write *** ***** ******** ** rectangular coordinates ******** *** ****** ** integration ** rectangular *************** *** ****** ** rectangular *********** planeDraw *** ****** in ***** *********** ***** and ******** *** ***** bound for ************************* *** ***** *********** ********** formula ********** *** ****** ************************ ******** the double **************** explanation can be ***** ** the ******** **** ********

Click here to download attached files: Double Integral using Polar Coordinates.pdf
or
LEARN MORE EFFECTIVELY AND GET BETTER GRADES!