The angles of a quadrilateral are in the ratio 2 : 3 : 6 : 7. Find the smallest angle of quadrilateral.
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Answered by
2
sum of ratio of angles is -2x+3x+6x+7x=360
18x =360
x =360/18
x =20
putting x=20
then 2x =2*20= 40
3x =3*20 =60
6x=6*20 =120
7x =7*20 =140
therefor the smallest angle is 40
18x =360
x =360/18
x =20
putting x=20
then 2x =2*20= 40
3x =3*20 =60
6x=6*20 =120
7x =7*20 =140
therefor the smallest angle is 40
sherya:
now i have written properly
Answered by
1
2;3;6;7
condsider them as 2x,3x,6x,7x add them that equals to=18x=360
x=20 and the smallest angle is 40
condsider them as 2x,3x,6x,7x add them that equals to=18x=360
x=20 and the smallest angle is 40
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