If the angles of a triangle are in ratio 2:3:7 find the measure of all the angles of the triangle

Answer for Question If the angles of a triangle are in ratio 2:3:7 find the measure of all the angles of the triangle. is given below:

Q.) If the angles of a triangle are in ratio 2:3:7 find the measure of all the angles of the triangle

Correct Answer is

The sum of all angles of a triangle is 180 grades (or Pi radians).The angles are in ratio 2:3:7, this means that by naming an angle X we will have:2*X+ 3*X + 7*X= 180so, 12*X =180 => X=15The first angle is 2* X= 30 grades The second angle is 3*X= 45 grades The last angle is 7*X=105 grades

Conclusion:

This correct answer to this statement is The sum of all angles of a triangle is 180 grades (or Pi radians).The angles are in ratio 2:3:7, this means that by naming an angle X we will have:2*X+ 3*X + 7*X= 180so, 12*X =180 => X=15The first angle is 2* X= 30 grades The second angle is 3*X= 45 grades The last angle is 7*X=105 grades.

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