How to Solve Parallel Lines and Transversals Problems? (+FREE Worksheet!)
Parallel Lines and Transversals – Example 2: Solution: The two angles \(75^\circ\) and \(11x-2\) are equal. \(11x-2=75\)Now, solve for \(x: 11x-2+2=75+2→ 11x=77→x=\frac{77}{11}→x=7\) Parallel Lines and Transversals – Example 3: In the following diagram, two parallel lines are cut by a transversal. What is the value of \(x\)? Solution: The two angles \(7x-35\) and \(3x+45\) are […]
How to Find Inverse of a Function? (+FREE Worksheet!)
Since an inverse function essentially undoes the effects of the original function, you need to learn how to use them. Therefore, in this article, we have tried to acquaint you with the method of using inverse functions.
