find me question and give me solution
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Find ∠ABC
∠ABC + ∠EBC = 180º (Adjacent angles on a straight line)
∠ABC + 110º = 180º
∠ABC = 180º - 110º
∠ABC = 70º
Find ∠ACB:
∠ACB = ∠ABC (isosceles triangle)
∠ACB = 70º
Find ∠BCF :
∠BCF + ∠ACB = 180º (Adjacent angles on a straight line)
∠BCF + 70º = 180º
∠BCF = 180º - 70º
∠BCF = 110º
Answer: ∠ABC = 70º, ∠ACB = 70º, ∠BCF = 110º
Answered by
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Hi, here ur answer.
we know that
X+110=180(since it is a linear pair)
X=180-110
X=70
But. y=70(since y=x) because angle opposite to same sides are equal
Now
Y+BCF=180(linear pair)
70+BCF=180
BCF=180-70
BCF=110
NOw angle z will be
since sum of all the angles of a triangle is 180
x+y+z=180
70+70+z=180
140+z=180
z=180-140
Z=40
So, I HOPE IT'S HELP YOU
protestant:
hi, ur questions copleted
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