This course teaches you to evaluate double and triple integrals. The target audience could be students learning Multivariable Calculus at the College level or anyone interested in learning Mathematics.

Here, you will learn how to integrate double and triple integrals, Basic techniques of evaluating definite double and triple integrals are taught. You will learn how to integrate dxdy and triple integrals with limits of the form dxdydz . Triple integrals in terms of polar coordinates dxdydtheta are also taught.

You will then proceed to evaluating double integrals over a specified region. Some of the regions explained include the first quadrant of an ellipse, a triangle bounded by the lines y = 0, y = x, y+x=2 .You will also be taught how to find the point of intersection of the 2 curves first.

Next , you will be taught how to change the order of integration. How to change the limits when dxdy changes to dydx and vice versa. How to change the limits for unbounded regions is also shown. One of the examples include changing the order of integration when the region is enclosed between a parabola and a straight line. Another example is changing the order of integration of a semicircle.

The session concludes with an assignment. You will learn how to evaluate the integral of an odd function within the limits -a to a. Integrating over a region bounded by the x axis, the ordinate x = 2a and the parabola x^2=4ay is also shown.

Calling all college students learning math to join this course.

Having taught math at the college level for over a decade, I have always enjoyed showing students how incredibly easy this topic is once you understand.

Don't miss out !