Problem A) The net external force will be found by using Newton's 2nd Law. Net force is equal to mass times acceleration. We know the mass is 2.0 kg, the acceleration must be found using kinematics equations. You know the intial velocity is zero, the distance is 0.85 m and...

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Problem A) The net external force will be found by using Newton's 2nd Law. Net force is equal to mass times acceleration. We know the mass is 2.0 kg, the acceleration must be found using kinematics equations. You know the intial velocity is zero, the distance is 0.85 m and the time is 0.5 s. Use the equation x = v_i * t + (1/2) a t^2

0.85 = (1/2) a (0.5)^2

a = 1.7/0.25 = 6.8 m/s^2

B) find the net force by adding the two vectors. The vectors are perpendicular so you can add them using the pythagorean theorem.

(390)^2 + 180^2 = 429.5 N (net force)

acceleration = net force/mass = 429.5/270 = 1.59 m/s^2

the direction is found using trigonometry

The inverse tangent of (390/180) gives the angle above east that the acceleration vector has, which is 65.2 degrees north of east