the three angle of a triangle are in the ratio 4:5:6 find all the angles of the triangle
Answers
Answered by
3
Let the measure of angles be (4x)°,(5x)°,(6x)°
We know that
Sum of all angles of triangle=180°
4x+5x+6x=180
15x=180
x=180\15
x=12
hence,
angles=(4x)°=(4×12)°=48°
Similarly
other angles=60°and72°
We know that
Sum of all angles of triangle=180°
4x+5x+6x=180
15x=180
x=180\15
x=12
hence,
angles=(4x)°=(4×12)°=48°
Similarly
other angles=60°and72°
Answered by
1
sum of all anglez of a ∆ is 180
so,
let 1st angle be 4x
". 2nd angle be 5x
and 3rd angle be 6x
Then,
4x+5x+6x=180
15x=180
x=12
Now,
1st angle =4×12=48°
2nd angle =5×12=60°
3rd angle = 6×12=72°.
so,
let 1st angle be 4x
". 2nd angle be 5x
and 3rd angle be 6x
Then,
4x+5x+6x=180
15x=180
x=12
Now,
1st angle =4×12=48°
2nd angle =5×12=60°
3rd angle = 6×12=72°.
Similar questions