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A quadrilateral has 4 sides. One angle of a regular quadrilateral measures (6w+13) Determine the value of w. Round to the nearest whole number
Ow=13
Ow=23
Ow=59
Ow=90

1 Answer

3 votes

Answer:

(a) w = 13

Explanation:

You have a regular quadrilateral with interior angle measure (6w+13)°, and you want the value of w to the nearest integer.

Regular quadrilateral

A regular quadrilateral is a square. Its interior angles are 90°, so we have ...

6w +13 = 90

6w = 77

w = 12.833...

w ≈ 13

The value of w to the nearest whole number is 13.

User Mohammad Riyaz
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