The measure of W is 134°, the measure of Y is 46°, and the measure of Z is 134°.

What is the measure of X?
134°
90°
46°
40°

Question

The measure of W is 134°, the measure of Y is 46°, and the measure of Z is 134°.

What is the measure of X?
134°
90°
46°
40°

anonymous · Answer

I'm not sure if you'll need the image :(

anonymous · Answer

can you try to help me @iGreen

igreen · Answer

We do need the image.

Save it to your computer and upload it here using the 'Attach File' button.

anonymous · Answer

ok then @iGreen. hold on

anonymous · Answer

attachment

anonymous · Answer

@Holly00d1248 can you please help me cause i think that @iGreen is offline  now :I

anonymous · Answer

It is a Trapezium structure, the sum of all the angles must be $360$..

anonymous · Answer

$$\angle W + \angle X + \angle Y + \angle Z = 360^{\circ} \ 134^{\circ} + \angle X + 46^{\circ} + 134^{\circ} = 360^{\circ}$$

anonymous · Answer

$$\angle X + 314^{\circ} = 360^{\circ}$$

anonymous · Answer

Find the angle X now by subtracting $314^{\circ}$ from both the sides.. :)

anonymous · Answer

thank you so much!!! sorry i took long to write back. i was looking for help :)

anonymous · Answer

It is okay.. :)