Question

when the angles are in the ratio 1 is to 2 is to 3 is to 6 will it form a quadrilateral give reasons

Answer 1

Given that the angles of a quadrilateral can't be in the ratio 1:2:3:6.

If the ratio is 1:2:3:6 then

Sum of the terms of ratio =1+2+3+6=12

Sum of the angles = 360

1st angle=1/12×360= 30

2nd angle = 2/12×360=60

3rd angle = 3/12×360= 90

4th angle = 6/12×360= 180

i.e., 4th angle is 180, a straight angle.

A quadrilateral can't be formed with these angles

Hope this will help you.......