So what? ∠A+∠B=90
In a triangle? At ACD? Because AC=AD? So what? ∠ACD equals∠ ∠ADC.
∠A plus ∠ACD And ∠ADC equals 180.
∠ ADC = (180-∠ A) divided by 2
Same reason? ∠ CEB = (180-∠ b) divided by 2.
So what? In the triangle, CED ∠ ECD = 180-∠ CED+∠ EDC.
∠ ECD = 180-(90+ 1/2 ∠A? +90 degrees+half ∠B)
= half a+half b
Because ∠A+∠B equals 90.
So what? Half? Besides? Half? ∠B equals? 45
So what? ∠ECD equals? 45
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