The angels of a quadrilateral are in the ratio 2:3
:5:8. Find the measure of each of the four angles
Answers
Answered by
17
Let the angles be 2x,3x,5x,8x
then,
2x + 3x + 5x + 8x = 360 .
18x = 360 .
x = 360upon18
x= 20 .
2x × 20 = 40
3x × 20 = 60
5x × 20 =100
8x × 20 = 160.
✨hope it helps ☺☺✨
then,
2x + 3x + 5x + 8x = 360 .
18x = 360 .
x = 360upon18
x= 20 .
2x × 20 = 40
3x × 20 = 60
5x × 20 =100
8x × 20 = 160.
✨hope it helps ☺☺✨
Answered by
0
hey mate ur ans
let the angel be = x
1st =2x»»2*20=40
2nd=3x»»3*20=60
3rd=5x»»5*20=100
4th=8x»»8*20=160
now
2x+3x+5x +8x = 360 property of quadilateral
{18x=360}
{X = 360/18}
{X =20}
let the angel be = x
1st =2x»»2*20=40
2nd=3x»»3*20=60
3rd=5x»»5*20=100
4th=8x»»8*20=160
now
2x+3x+5x +8x = 360 property of quadilateral
{18x=360}
{X = 360/18}
{X =20}
Neha9821:
hii
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