Math, asked by jincyjose082, 19 days ago

the angles of a quadrilateral are2x,2x+15,4x-12 and 3x-0.5.Find the value of x and all the angles of the quadrilateral.





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Answered by kaushikbrahma961
2

Answer:

>>Maths

>>Quadrilaterals

>>Properties of a Parallelogram

>>The angles of a quadrilater...

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The angles of a quadrilateral are 2x,2x+15,4x−12 and 3x+5. Find the value of x and all angles of the quadrilateral.

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Given angles of a quadrilateral are 2x,2x+15,4x−12,3x+5

As we know that, sum of all interior angles in a quadrilateral is equal to 360

.

2x+2x+15+4x−12+3x+5=360

⇒11x+8=360

⇒11x=360−8

⇒11x=352

⇒x=32

(i) 2x=2(32)

=64

(ii) 2x+15=64+15

=79

(iii) 4x−12=4(32)−12

=128−12

=116

(iv) 3x−0.5=3(32)+5

=101

So, the angles of the quadrilateral are 65

,80

,118

,97

.

Answered by chhajedhridik
1

Answer:

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