prove that the bisector of 2 adjacent supplementary angles form a right angle
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A supplementary angle sums up to 180
Then,let the supplementary angle be a and b.which means a + b = 180
Now both are bisected then the sum of the bisected supplementary angles =>
a/2 + b/2 => (a + b)/2 (Now,input the value of a + b from our previous equations) => 180/2 = 90,Hence proved.
Then,let the supplementary angle be a and b.which means a + b = 180
Now both are bisected then the sum of the bisected supplementary angles =>
a/2 + b/2 => (a + b)/2 (Now,input the value of a + b from our previous equations) => 180/2 = 90,Hence proved.
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