find the value of x and y in a triangle
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Given that
∠CBD=60
and∠ACB=50
And given AB=AC and BD=DC
To find the value of xandy
Solution: In ΔABC,
x=50 (Isosceles triangle theorem)
y=60 (Isosceles triangle theorem)
We know that,
∠ABD=∠ABC+∠CBD
=x+60
=50 +60
∠ABD=110
And now,
∠ACD=∠ACB+∠BCD
=50 +y
=50 +60 =110
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above also I have answered....
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