A transversal cuts two parallel lines l and m. The angles x and (x + 30) are co-interior angles (same side of the transversal, between the lines). Given x = 75, find the angle (x + 30).

Question

Accepted Answer

105. Co-interior angle = x + 30 = 75 + 30 = 105°, and indeed 75 + 105 = 180 confirms supplementarity.

A transversal cuts two parallel lines l and m. The angles $x$ and $(x + 30)$ are co-interior angles (same side of the transversal, between the lines).
Given $x = 75$ , find the angle $(x + 30)$ .

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Transversal and Parallel Lines practice

A transversal cuts two parallel lines l and m. The angles x and (x+30) are co-interior angles (same side of the transversal, between the lines).Given x=75, find the angle (x+30).

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Transversal and Parallel Lines practice

A transversal cuts two parallel lines l and m. The angles $x$ and $(x + 30)$ are co-interior angles (same side of the transversal, between the lines).
Given $x = 75$ , find the angle $(x + 30)$ .