AP Physics 1 / Topic

Force and Translational Dynamics

Unit 2 is Newton's laws: free-body diagrams, net force, friction, inclined planes, tension systems, circular motion, and gravitation. It is the most heavily tested reasoning unit in AP Physics 1.

48 practice questions5 FRQs6 skill areas

What the exam asks

  • Draw correct free-body diagrams and identify third-law force pairs
  • Apply ΣF = ma along each axis, including inclines and connected systems
  • Distinguish static from kinetic friction and use the inequality for static friction
  • Analyze uniform circular motion with a net centripetal force
  • Use Newton's law of universal gravitation and relate g to planetary mass and radius

Key formulas and rules

Newton's second law

ΣF = ma (apply per axis)

Friction

f(kinetic) = μk·N; f(static) ≤ μs·N

Incline components

along: mg sinθ; perpendicular: mg cosθ

Centripetal acceleration

a = v²/r toward the center; ΣF(centripetal) = mv²/r

Universal gravitation

F = G·m1·m2 / r²; g = GM/r²

Third law

force pairs are equal magnitude, opposite direction, on different objects — always

Question bank breakdown

Multiple choice

48

Free response

5

Difficulty mix

14 easy · 25 medium · 9 hard

Skills covered

Newton's Second LawKinetic and Static FrictionNewton's First LawNewton's Third LawCircular Motion and Centripetal AccelerationGravitational Force

Every question in the bank comes with a per-choice explanation, so you learn why each wrong answer is wrong — not just the key.

Sample question

From the free tier of the ScoreMint AP Physics 1 bank — try it, then check the answer.

A $5.0 \text{ kg}$ block rests on a frictionless horizontal surface. Two horizontal forces act on the block: a $20 \text{ N}$ force to the right and a $12 \text{ N}$ force to the left. What is the magnitude and direction of the block's acceleration?

  • A. $1.6 \text{ m/s}^2$ to the right
  • B. $6.4 \text{ m/s}^2$ to the right
  • C. $1.6 \text{ m/s}^2$ to the left
  • D. $4.0 \text{ m/s}^2$ to the right
Show answer and explanation

Answer: A. Newton's second law states $\vec{F}_{net} = m\vec{a}$. The net force must be computed as the vector sum of all forces acting on the object. Here, the forces are antiparallel (opposite directions along the same line), so $F_{net} = 20 - 12 = 8$ N in the direction of the larger force (right). Then $a = 8/5.0 = 1.6$ m/s$^2$ to the right. A critical skill is distinguishing between the net force and individual forces.

Study tip

Normal force is not automatically mg. Recompute N whenever the surface is inclined, the object accelerates vertically, or an applied force has a vertical component — friction answers depend on getting N right.