Based in the Seattle Area.

Free study guides and discussions about various topics in Mathematics. Thanks for stopping by!

A tough trigonometric integral, solved multiple ways

Integrate: $$\int_0^\frac{\pi}{2}\dfrac{sin^{2}\ x}{sin\ x+cos\ x}dx$$

This one is super tough to do, using conventional methods. Taking advantage of algebra, the Fundamental Theorem of Calculus, odd/even properties of functions, and trigonometric identities can transform this one into something way simpler! Check out the solution HERE!

An interesting integration question: dividing an area in half with a line

A free Odd-Even function workbook - now on Desmos!