in the given figure AB=AC and angle ACD=125 . find angle A
Answers
Answered by
37
Heyy Buddy ❤
Here's your Answer..
Since, AB = AC
THEREFORE, IT IS A ISOSCELES TRIANGLE.
So,
x° + x° + 125 = 180
=> 2x = 180 - 125
=> 2x = 55
=> x = 55/2
=> x = 27.5
,✔✔✔
Here's your Answer..
Since, AB = AC
THEREFORE, IT IS A ISOSCELES TRIANGLE.
So,
x° + x° + 125 = 180
=> 2x = 180 - 125
=> 2x = 55
=> x = 55/2
=> x = 27.5
,✔✔✔
Answered by
34
Answer:
Given
angle ACD = 125°
AB= AC
To find
angle A
Solution
AB= AC
According to theorm 7.2, angles opp.to equal sides of an isosceles triangle are equal
angle B = angle C
angle C= 180°-125°
= 55°
angle B = 55°
55°+55°+angle A= 180°. ( angle sum property of triangle)
110°+ angle A = 180°
angle A= 180°-110°
= 70°
Therefore, angle A= 70°
Hope this helps you
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