In the given figure , find x.
50 70 find x
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Answered by
0
Answer:
Given ∠BAC=56
o
∠ACD=123
o
[Straight angle]
∴∠ACB=180
o
−∠ACD=180
o
−123
o
=57
o
Consider △ABC,
By Angle Sum property, i.e, sum of all interior angles of a triangle =180
o
⇒∠A+∠B+∠C=180
o
⇒56
o
+x+57
o
=180
o
∴x=67
o
Step-by-step explanation:
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Answered by
1
In triangle ABC,
<A=50°
<B=90°(Angle in a semicircle is right)
<A=50, So <D=50°(Angles in a same arc are equal)
In triangle BDC
<D=50°
<CBD=70°
So <C=180-(70+50)
=180-120
=60°
Value of x=<C
=60°
Hence the value if x=60°
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