A transversal cuts two parallel lines. Going around one intersection point, the four angles in order are x, y, x, y. If one alternate interior angle at the other intersection equals 110° and corresponds to y, find x.

Question

Accepted Answer

70. y = 110 deg (alternate interior). x and y are a linear pair: x = 180 - 110 = 70°.

A transversal cuts two parallel lines. Going around one intersection point, the four angles in order are $x, y, x, y$ .
If one alternate interior angle at the other intersection equals 110° and corresponds to $y$ , find $x$ .

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More Class 7 Transversal and Parallel Lines practice

A transversal cuts two parallel lines. Going around one intersection point, the four angles in order are x,y,x,y.If one alternate interior angle at the other intersection equals 110° and corresponds to y, find x.

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. Going around one intersection point, the four angles in order are $x, y, x, y$ .
If one alternate interior angle at the other intersection equals 110° and corresponds to $y$ , find $x$ .