use congruency of triangle to find x,y
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Here the two triangles are Congruent by AAS rule.
then by CPCT,
then X° = 50°
and the sides CD = AB
then, x+10 = y+20.
=> if both x has to be taken same then you can solve from here.. taking x as 50.
then y = 40.
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Answer:
In triangle ABC and triangle ADC,
AC = AC ( common)
AD = BC (given)
angle ADC = angle ABC = 90⁰
Therefore , triangle ABC is congruent to triangle CDA( by RHS)
x = 50⁰
DC = 50 + 10 = 60⁰
60⁰ = y + 20
y = 40⁰
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