Question

What is m angle DFC​

Answer 1

Answer:

m∠DFC=80°

Option 2 is correct

Step-by-step explanation:

In the given figure, BE and AD are straight line.

If two lines intersect then makes vertically opposite angles.

Therefore,

$\angle AFE=\angle BFD$

But ∠AFE=125°

We can split ∠BFD into two adjacent angle.

$\angle DFC+\angle BFC=\angle BFD$

but ∠BFC=45°

Therefore,

$\angle DFC+45^\circ=125^\circ$

$\angle DFC=125^\circ-45^\circ$

$\angle DFC=80^\circ$

Hence, The angle DFC is 80°

Answer 2

Your answer would be 80*