One of the exterior angle of a BC measure 150 degree of if one of the intricate positive angle is 75 degree find the other interior opposite angle what type of triangle is this
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Answer:
Other Interior angle = 75°
It is an isosceles triangle
Step-by-step explanation:
External angle = Sum of 2 interior opposite angles
Let the other angle be x
150° = 75° + x
x = 150° - 75°
x = 75°
Therefore, the other Interior opposite angle = 75°
Since, 2 angles of a triangle are equal, it means that 2 sides of the triangle are also equal. Hence, it's an isosceles triangle.
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