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In AABC, if A + B = 125" and A+ C = 113, then find (A, B and C.
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Answered by
4
Answer:
A+B+C = 180
125+C = 180
C = 180-125
= 55
A + C = 113
A = 113 - 55
= 58
B = 125 - 58
= 67
Answered by
0
A = 58^ B = 67 ^ C = 55^
It is given that A +B = 125 .....(1)
we know ,sum of a triangle is 180^
Therefore , A +B + C = 180^.....(2)
substituting (2) in (1)
then , 125^ + C = 180^
C = 180^ - 125^
C= 55^
It is given that A+ C= 113 ^
A + 55^= 113^
A = 113 - 55
A= 58^
Substituting value of A into (1)
therefore we will be getting
A + B = 125 ^
58 ^+ B = 125^
B = 125^ - 58 ^
B = 67^
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