Question

The four angle of a quadrilateral are in the ratio 3:4:6 .Find the angle solution
​

Answer 1

Answer:

Given Ratio of angles :-2:3:4:6

Let each angle of the quadrilateral be 2x,3x,4x and 6x.

Sum of all the angles of a quadrilateral =360∘

∴2x+3x+4x+6x=360∘⇒15x=360∘⇒x=15360⇒x=24∘

∴ required angles are 2×24∘,3×24∘,4×24∘,6×24∘=48∘,72∘,96∘,144∘

Step-by-step explanation:

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Answer 2

Answer:

Step-by-step explanation:Given Ratio of angles :-3:4:6

Let each angle of the quadrilateral be 2x,3x,4x and 6x.

Sum of all the angles of a quadrilateral =360  

∘

 

∴+3x+4x+6x=360  

∘

 

⇒13x=360  

∘

 

⇒x=  

13/

360

​  

 

⇒x=27.9

∘

 

∴ required angles are 2×24  

∘

,3×24  

∘

,4×24  

∘

,6×24  

∘

=48  

∘

,72  

∘

,96  

∘

,144  

∘

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