In an isosceles triangle, the equal angles are one-fourth of the vertical angle. Find the measure of equal angles
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Answer:
The angles are
55°, 55° ( base angles) and 70°( vertical angle)
Step-by-step explanation:
Let the base angles be x
vertical angle=x+15
x+x+x+15= 180 ( angle sum property)
3x+15=180
3x=180-15
3x= 165
x=165/3
x=55
Therefore the angles are
55°, 55° ( base angles) and 70°( vertical angle)
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