Physics
posted by Davis Parker on .
Two forces are applied to a car in an effort to accelerate it, as shown below. The first force, F1 = 364 N, is applied at an angle α = 33° to the forward dashed line. The second force, F2 = 522 N, is applied at an angle β = 11° to the forward dashed line.
What is the resultant of these two forces?
in N and at what degree
If the car has a mass of 3050 kg, what acceleration does it have? (Disregard friction.)
in m/s2 at what degree

Take components of the force:
F1x = 364*cos(33)
F1y = 364*sin(33)
F2x = 522*cos(11)
F2y = 522*sin(11)
Fnetx = F1x + F2x
Fnety = F1y + F2y
Fnet = ((Fnetx)^2 + (Fnety)^2)^0.5
at an angle theta given by
tan(theta) = Fnety/Fnetx
where Fnet = m*a = 3050*a
Solve for a, the acceleration 
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