Math, asked by Prasanthkumar1, 1 year ago

The angles of a quadrilateral cannot be in the ratio 1:2:3:6. Why? Give reasons

Answers

Answered by yuvraj012345
2
who said it can't be in this ratio it's a wrong question
Answered by sriunugoud243
2

Answer:

Let the angles be x,2x,3x,6x

sum of angles in a quadrilateral is 360degree

x+2x+3x+6x=360degree

12x=360degree

x=30degree

6x=180degree which is not possible

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