find the lettered angle
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in ∆ACD,
AC=CD so D = 2x.
Now exterior angle property
angle ACB = 2x+D = 4x
In ∆ABC,AB=AC
So B=C = 4x
now angle sum property
ANGLE A+B+C =180^
x+4x+4x=180°
9x=180°
so x= 20°
AC=CD so D = 2x.
Now exterior angle property
angle ACB = 2x+D = 4x
In ∆ABC,AB=AC
So B=C = 4x
now angle sum property
ANGLE A+B+C =180^
x+4x+4x=180°
9x=180°
so x= 20°
Answered by
1
Answer:
in ∆ACD,
AC=CD so D = 2x.
Now exterior angle property
angle ACB = 2x+D = 4x
In ∆ABC,AB=AC
So B=C = 4x
now angle sum property
ANGLE A+B+C =180^
x+4x+4x=180°
9x=180°
so x= 20°
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