Question

Q. As  shown in the diagram above, there lie 3 squares between 2 parallel lines such that each pair--(line, square) or (square, square)--just meet at a vertex. Find the measure of angle x in degrees.

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Answer 1

HEY DUDE,

HERE'S YOUR ANSWER,
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AS THESE ARE PARALLEL AND EACH OF THEM MEET AT VERTEX,THE ANSWER MAY BE
360 -(40+125+35)=360-(200)
=160°
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HOPE THIS HELPS YOU AND I AM NOT SURE ABOUT THE ANSWER.

Answer 2

Hey.....!!! :)) ✌️✌️
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Q. As  shown in the diagram above, there lie 3 squares between 2 parallel lines such that each pair--(line, square) or (square, square)--just meet at a vertex. Find the measure of angle x in degrees.

Solution :-

If we draw parallel lines between the opposite corners of a square, then the angles subtended at the lines equal to 90.

We can see that this is true, by drawing in the vertical angle in the in-between corner, and see that by alternate angles, these 2 angles sum up to the internal angle of a square, which is 90.

(Do you see why? Draw the parallel line at the corner, and by alternate angles these 2 angles can be moved to the internal angle.)

Then we have, 125+ 35+40 +X = 270
So, X= 70. Ans
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I hope it's help you.....!!!!:)) ✌️✌️