in a triangle ABC, AB = AC and <A=70degree, findtheangles, <B and <C
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Answered by
0
Answer:
Step-by-step explanation:
Isosceles triangle ..
<B and C = 52
Answered by
0
Answer:
B = 55
C= 55
Step-by-step explanation:
Here
AB=AC
therefore triangle ABC is equilateral triangle
& from the condition of 'SAS'
we apply The total sum of triangle is 180
therefore
m|_A + m|_B+ m|_c = 180 _____(a)
m|_A = 70 & from the condition of ' SAS '
m|_B= m|_C
from the eqn (a)
70+ m|_B+m|_B= 180 (°.° |_B = |_C)
|_B+m|_B= 180 -70
.°. 2 m|_B = 110
.°. m|_B= 110/2 = 55
.°. m|_B = m|_C = 55
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