F, E and D are exterior angles.
Exterior angles and corresponding interior angles are suppementary (they add up to 180°)
Use F to find the meaure of C:

Use E to find the measure of B:

The sum of the interiror angles of any triangle is 180°.
Use B and C to find the meaure of A:

Use A to find the meaure of D:

Then, the measure of angle D is 150°