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We are given that AB and CD are parallel to each other, ∠AFE is 132°, ∠GED is 37°. We need to find the value of ∠1 .
Solution :
- ∠1 = ∠FED - ∠GED
First, we need to find the value of ∠FED
➙ ∠FED = ∠AFE [Alternate interior angle]
➙ ∠FED = 132°
Now, We have -
- ∠AFE = 132°
- ∠GED = 37°
- ∠FED = 132°
Putting the values in ( ∠1 = ∠FED - ∠GED)
➙ ∠1 = ∠FED - ∠GED
➙ ∠1 = 132° - 37°
➙ ∠1 = 95°
Hence, we got the value of ∠1 = 95°
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