If the angles of a triangle are in the ratio 1:2:6,determine the three angles
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Answered by
6
Hi friend ,
Let the three angles be 1x,2x and 6x.
1x +2x +6x = 180° ( angle sum property of ∆)
9x = 180°
x = 180/9
x = 20
1 angle = 1×20 = 20°
2 angle = 2×20 = 40°
3 angle = 6×20 = 120°
==========================
Hope this helped u..
Let the three angles be 1x,2x and 6x.
1x +2x +6x = 180° ( angle sum property of ∆)
9x = 180°
x = 180/9
x = 20
1 angle = 1×20 = 20°
2 angle = 2×20 = 40°
3 angle = 6×20 = 120°
==========================
Hope this helped u..
rojy:
Thanks for the answer
Answered by
3
Now, as the angles of the triangle are in the ratio 1:2:6 so let the the three angles be x, 2x, 6x.
Then, as they are the angles of the triangle so there sum will be 180° because of angle sum property.
So, our equation would be,
x+ 2x+ 6x = 180°
9x=180°
x= 180°/9
x= 20°
Now our angles of triangle will be
x= 1×20° = 20°
2x= 2×20°= 40°
6x= 6×20°= 120°
Hope this helps you
Then, as they are the angles of the triangle so there sum will be 180° because of angle sum property.
So, our equation would be,
x+ 2x+ 6x = 180°
9x=180°
x= 180°/9
x= 20°
Now our angles of triangle will be
x= 1×20° = 20°
2x= 2×20°= 40°
6x= 6×20°= 120°
Hope this helps you
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