In Fig. 1, ABC is a triangle in which
AB = BC and ∠ B = 40°, then x equals :
(A) 110° (B) 120° (C) 140° (D) 70°
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Answered by
4
140 is the correct answer of it
uday738:
110 is correct answer
Answered by
13
Hey !
Solution :- Given AB = AC
so , as we know that if sides are equal them it's corresponding angles are also equal .
hence, < BAC = < ACB
Let's <ACB= <BAC = y
we know that, sum of all of triangle is 180°
so, y + y+ 40 = 180°
y = 170
We have to find exterior angle ,
since, x + <ACB = 180
x + 70 = 180 {°•° straight line}
x = 110° Answer ✔
Option (A) is correct
__________________________
Hope it helps you !!!
@Raj ❤
Solution :- Given AB = AC
so , as we know that if sides are equal them it's corresponding angles are also equal .
hence, < BAC = < ACB
Let's <ACB= <BAC = y
we know that, sum of all of triangle is 180°
so, y + y+ 40 = 180°
y = 170
We have to find exterior angle ,
since, x + <ACB = 180
x + 70 = 180 {°•° straight line}
x = 110° Answer ✔
Option (A) is correct
__________________________
Hope it helps you !!!
@Raj ❤
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