find the value of x if three angles of ∆ are of measures x/2 , x , 3x / 2
Answers
Answer:
The angles of a triangle are x,2x,3x.
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x=
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90 o Since, one of the angles of the triangle is 90
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90 o Since, one of the angles of the triangle is 90 o
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90 o Since, one of the angles of the triangle is 90 o . It is a right angled triangle.
The angles of a triangle are x,2x,3x.Sum of angles of the triangle is 180 o Thus, x+2x+3x=180 o ⟹6x=180⟹x= 6180 ⟹x=30As x=30The angles of the triangle are, 30 o ,60 o and 90 o Since, one of the angles of the triangle is 90 o . It is a right angled triangle. Since, all the angles of the triangle are different, Hence all the sides of the triangle will be different. Hence, it is a right angled scalene triangle.
Step-by-step explanation:
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Answer:
x/2+x +3x/2 = 180°( sum of all angles of triangle=180° )
taking whole LCM it will be-
x+2x+3x=360°
6x= 360°
x =60°
so ,1st angle=60/2=30°
2nd angle=60°
3rd angle =3*60/2
90°
hence the angles are 30°,60°,90°