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!)
A function inverse reverses the action of the original function: if f takes an input x and produces an output y, then the inverse function f−1 takes y as input and returns x. Understanding function inverses is a key skill in Algebra 1 and beyond, and finding an inverse is as straightforward as swapping x […]
