Find the values of the unknowns in each of the following rectangle
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Step-by-step explanation:
From triangle CBE,
angle CBE = 90°
angle BCE = 39°
we know that,
sum of all angles of a triangle = 180°
✓for triangle CBE
Angle ( CBE + BCE + BEC) = 180°
Let BEC = x
- 90° + 39° + x = 180°
- 129° + x = 180°
- x = 180 - 129
- x = 51°
thus, angle BEC = 51°
Now, angle (BCD - BCE) = 90° - 39°
angle ECD = 51°
From triangle DEC,
angle ECD = 51°
angle CED = 78°
angle ( ECD + CED + EDC ) = 180°
Let EDC = y
- 51° + 78° + y = 180°
- y = 180° - 129°
- y = 51°
thus angle EDC = 51°
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