Show that angle a = angle b.
Write down all your workings and reasons
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angle a and b lies on the same base of an isosceles triangle hence are equal
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Solution
32 + 24 + x+ 90 = 180
156 + x = 180
x = 180 - 156
x = 34
34 is equal to the another part of the isosceles triangle and 90 degree is also equal of both the triangle
90 + 34 + a = 180
124 + a = 180
a = 180 - 124
a = 56
Hence the value of a is equal to the 56
Now as the values are same the angle b is also equal to the 56
b = 56
So, both the angles are equal.
Reason-
The base of both the angles lie in the same line that'swhy both the angles a and b are equal and the value is 56.
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