the first angle of triangle is twice the smallest angle and the third angle 72 degrees more than the smallest angle find the third angle
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8
let the smallest angle be X.
other angle = 2x
third angle = 72 + x
By angle sum property ---
sum of all angles = 180
X + 2x + 72 + X = 180
4x = 180 - 72
X = 108 / 4
X = 27 Degree
third angle= 72 + x = 72 + 27 = 99 ans.
other angle = 2x
third angle = 72 + x
By angle sum property ---
sum of all angles = 180
X + 2x + 72 + X = 180
4x = 180 - 72
X = 108 / 4
X = 27 Degree
third angle= 72 + x = 72 + 27 = 99 ans.
Answered by
3
let the smallest be x and first angle be y and third angle be z
according to 1st condition
y=2x
according to 2nd condition
z=x+72
in a triangle sum of all angles is 180
x+y+z=180
x+2x+x+72=180
4x=180-72
x=108/4
x=27
the third angle is x+72=27+72=99°
according to 1st condition
y=2x
according to 2nd condition
z=x+72
in a triangle sum of all angles is 180
x+y+z=180
x+2x+x+72=180
4x=180-72
x=108/4
x=27
the third angle is x+72=27+72=99°
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