If one base angle B of an isosceles triangle is 55° and the side AB = side AC, then find its vertex angle A .
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Answered by
2
Answer:
70
Step-by-step explanation:
AB=AC
Angle B= Angle C
angle B= angle C
55+55+x=180
110+x=180
x=70
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Answered by
0
By inequalities in a triangle
Angle C= Angle B
Hence angle C = 55°
By angle sum property angle A + angle B +angle C = 180
55°+55° + angle A =180
Angle A =180-(55+55)
=180-110
=70
Hence angle A =70°
Angle C= Angle B
Hence angle C = 55°
By angle sum property angle A + angle B +angle C = 180
55°+55° + angle A =180
Angle A =180-(55+55)
=180-110
=70
Hence angle A =70°
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