Question

in the figure,l paralle m and t is a transversal.Find the value of angle marked x ,y and z.​

Answer 1

Answer:

X=60°

z=60°

y=120°

I hope it's help you....

Answer 2

Given:

l is parallel to m

To find:

The values of x, y, z

Solution:

The angles x, y, z are equal to 60°, 120°, and 60°, respectively.

We are given that the line t cuts m and l.

So, the angles formed between them must be equal.

Since t is a straight line, x +120°= 180°.

x+120°=180°

x=180°-120°

x=60°

Now, angle y and 120° are alternate and interior and so are equal.

Angle y=120°

Again, y+ z is equal to 180° since m is straight.

So, y+z=180°

Using y=120°,

120°+z=180°

z=60°

Therefore, x, y, z measure 60°, 120°, and 60°, respectively.