AP Physics 1 equations as cloze cards with each variable defined on the back.
35 cards · cloze cards · AI-written, checked twice. Edit anything.
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v = v₀ + at; v (final velocity, m/s), v₀ (initial velocity, m/s), a (acceleration, m/s²), t (time, s)- Position with constant acceleration: ____
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x = x₀ + v₀t + (1/2)at²; x (final position, m), x₀ (initial position, m), v₀ (initial velocity, m/s), a (acceleration, m/s²), t (time, s)- Velocity squared equation: ____
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v² = v₀² + 2a(x - x₀); v (final velocity, m/s), v₀ (initial velocity, m/s), a (acceleration, m/s²), x (final position, m), x₀ (initial position, m)- Average velocity formula: ____
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v_avg = (x - x₀) / t; v_avg (average velocity, m/s), x (final position, m), x₀ (initial position, m), t (time, s)- Newton's second law: ____
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F = ma; F (net force, N), m (mass, kg), a (acceleration, m/s²)- Gravitational force: ____
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F_g = mg; F_g (gravitational force, N), m (mass, kg), g (gravitational acceleration, 9.8 m/s²)- Friction force: ____
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f = μN; f (friction force, N), μ (coefficient of friction, unitless), N (normal force, N)- Spring force (Hooke's Law): ____
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F_s = kx; F_s (spring force, N), k (spring constant, N/m), x (displacement, m)- Work done by a force: ____
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W = Fd cos(θ); W (work, J), F (force, N), d (displacement, m), θ (angle between force and displacement, degrees)- Kinetic energy: ____
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KE = (1/2)mv²; KE (kinetic energy, J), m (mass, kg), v (velocity, m/s)- Gravitational potential energy: ____
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PE_g = mgh; PE_g (gravitational potential energy, J), m (mass, kg), g (gravitational acceleration, 9.8 m/s²), h (height, m)- Elastic potential energy: ____
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PE_s = (1/2)kx²; PE_s (elastic potential energy, J), k (spring constant, N/m), x (displacement, m)- Work-energy theorem: ____
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W_net = ΔKE; W_net (net work, J), ΔKE (change in kinetic energy, J)- Power (work per time): ____
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P = W / t; P (power, W), W (work, J), t (time, s)- Momentum: ____
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p = mv; p (momentum, kg·m/s), m (mass, kg), v (velocity, m/s)
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