In ∆ ABC and ∆ADC
AB=AD
AC=AC(common side)
BC=DC
So, ∆ABC and ∆ADC are congruent triangles,
so, m<ABC= m<ADC(corresponding angles of the congruent triangles)
x= 97°
Answer:
x = 97
Step-by-step explanation:
Since adjacent sides are equal, it is a kite.
Divide the kite in 2 isosceles triangles.
Let equal angles of each of them be a and b
a + b = 97
a + b = x
Therefore, x = 97
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