Question

What is the measure of x? 37° 67° 97° 107°

Answer 1

Value of x = 97 degrees

Explanation:

In the given quadrilateral

One angle = 83

2 other angles = 90 degrees each

Sum of all the four angles in a quadrilateral = 360 (Angle Sum Property of quadrilaterals)

=>90+90+x+83= 360

=>180+83+x = 360

=> 263+x= 360

=>x= 360-263

=>x=97

Answer 2

97°

Explanation:

The angles of any quadrilateral will add up to 360°. Since we already know 3 out of the 4 angles (the bottom two are both 90°), we can easily find the measure of x.

`90 + 90 + 83 +x = 360`

`263 + x = 360\\\\x = 97`

Hope this helped!