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Step-by-step explanation:
So, We Know that sum of all the interior angles of a quardrilateral is 360 degree.
So,
[Using angle sum property]
We can say that ,
x + y + angle BCD + angle BAD = 180
{Using linear pair property(We can do this step earlier also)}
[ <BCD = 180 - a and < BAD = 180 - b]
x + y + 180 - a + 180 - b = 360
[ 180 + 180 = 360 and hence it cancels]
x + y - a -b = 0
x + y = a + b
Hence, proved.
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