In a kite-shaped park in Pune, two parallel paths are crossed by a straight walkway (a transversal). One alternate exterior angle is (5x) deg and the other alternate exterior angle is (3x + 60) deg. Find the measure of each of these alternate exterior angles.

Question

Accepted Answer

150. Alternate exterior angles equal: 5x = 3x + 60, 2x = 60, x = 30. Each = 5(30) = 150°.

In a kite-shaped park in Pune, two parallel paths are crossed by a straight walkway (a transversal). One alternate exterior angle is $(5 x)$ deg and the other alternate exterior angle is $(3 x + 60)$ deg.
Find the measure of each of these alternate exterior angles.

Step-by-Step Solution

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More Class 7 Transversal and Parallel Lines practice

In a kite-shaped park in Pune, two parallel paths are crossed by a straight walkway (a transversal). One alternate exterior angle is (5x) deg and the other alternate exterior angle is (3x+60) deg.Find the measure of each of these alternate exterior angles.

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Transversal and Parallel Lines practice

In a kite-shaped park in Pune, two parallel paths are crossed by a straight walkway (a transversal). One alternate exterior angle is $(5 x)$ deg and the other alternate exterior angle is $(3 x + 60)$ deg.
Find the measure of each of these alternate exterior angles.