#1**+2 **

We have that angle \(ABC = 49\), and that \(ACB = 12\), so we can see that \(BAC = 119\). \(FHE = BHE\) and we can find \(FHE\) by calculating the angle degrees in \(FHEA\), by doing \(360 - 90(AFH) - 90(AEH) - 119(FAE) = 61 = FHE = BHC\), so your answer would be \(61\).

- Daisy

dierdurst
Aug 23, 2018

#1**+2 **

Best Answer

We have that angle \(ABC = 49\), and that \(ACB = 12\), so we can see that \(BAC = 119\). \(FHE = BHE\) and we can find \(FHE\) by calculating the angle degrees in \(FHEA\), by doing \(360 - 90(AFH) - 90(AEH) - 119(FAE) = 61 = FHE = BHC\), so your answer would be \(61\).

- Daisy

dierdurst
Aug 23, 2018