Simple Harmonic Motion Lowersixth Science Physics

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Test your SHM knowledge for physics students.

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YAKILI LMS

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Simple Harmonic Motion Lowersixth Science Physics


Froggy Jumps Simple Harmonic Motion Lowersixth Science PhysicsOnline version Test your SHM knowledge for physics students. by YAKILI LMS 1 What does SHM stand for in physics? a Sinusoidal Harmonic Motion b Simple Humid Motion c Simple Harmonic Motion 2 In a horizontal spring-mass system, what remains constant during SHM? a Mechanical energy (in ideal case) b Momentum c Charge 3 Which variable represents displacement in SHM equations? a v b x c a 4 What is the standard form of displacement in SHM? a x = k sin(α t) b x = A cos(ωt + φ) c x = v t 5 Which parameter equals angular frequency ω? a ω = f/2π b ω = 1/t c ω = 2πf 6 What is the period T in SHM? a T = 2π/ω b T = 1/ω^2 c T = ω/2π 7 What is the frequency f in SHM? a f = 2π/ω b f = ω/2π c f = ω^2 8 In a vertical SHM pendulum, which forces drive the restoring motion? a Centripetal force b Gravity and tension c Magnetism and friction 9 For small angles, a simple pendulum exhibits SHM with period depending on what? a Mass and length b Length and gravity c Amplitude and mass 10 What happens to the period of a pendulum as length increases? a Remains constant b Period increases c Period decreases 11 In a loaded vertical spring, which variable varies with time in SHM? a Velocity only b Acceleration only c Displacement x(t) 12 What does the restoring force in a spring-mass system equal? a −m a b −k x c kx 13 What is the velocity in SHM given x = A cos(ωt)? a v = A cos(ωt) b v = ωt c v = −Aω sin(ωt) 14 What is the acceleration in SHM given x = A cos(ωt)? a a = Aω sin(ωt) b a = A cos(ωt) c a = −Aω^2 cos(ωt) 15 Which energy forms exchange in SHM of an ideal spring-mass? a Thermal and chemical b Kinetic and potential c Electrical and magnetic 16 In a real pendulum, what causes deviations from ideal SHM? a Zero damping b Damping and air resistance c Constant velocity 17 For a cylinder floating in liquid, SHM occurs due to: a Only buoyancy b Buoyant and gravitational forces with added mass c Only gravity 18 What is the equation for SHM displacement for a pendulum of small angle? a θ(t) = sin(gt) b θ(t) = e^(−t) c θ(t) ≈ θ0 cos(√(g/L) t) 19 Which quantity remains constant in an ideal SHM cycle? a Displacement amplitude b Total mechanical energy c Amplitude 20 If the mass doubles in a same spring system, what happens to the period (assuming k constant)? a Period doubles b Period increases by √2 c Period halves 21 What is the amplitude in SHM? a Average displacement b Maximum displacement from equilibrium c Minimum velocity 22 Which quantity is in phase with displacement in SHM? a Potential energy at a point b Velocity c Kinetic energy at a point 23 What is the expression for kinetic energy in SHM? a K = mgh b K = 1/2 m v^2 c K = 1/2 k x^2 24 In SHM, at maximum displacement, the velocity is: a Infinite b Maximum c Zero 25 At equilibrium, what is the acceleration in ideal SHM? a Maximum b Nonzero constant c Zero 26 For a horizontal spring, what determines the angular frequency ω? a ω = k/m b ω = √(m/k) c ω = √(k/m) 27 If ω increases, what happens to the period T? a T increases b T decreases c T constant 28 Which setup models a cylinder in liquid showing SHM? a Orbiting satellite model b Rigid rod pendulum c Mass-spring-damping analogue with buoyancy 29 What is the restoring force in a vertical spring-mish? (Hooke's law) a kx b mg x c −k x 30 For a damped SHM, which element dissipates energy? a Normal force b Damping force c Driving force 31 What condition defines SHM when damping is small? a x(t) = e^(−t) b x(t) = A sin(ωt) with no damping c x(t) ≈ A cos(ωd t + φ) 32 The period of a small-angle pendulum depends on: a Speed b Length and gravity c Mass and amplitude 33 Which quantity is constant in horizontal SHM without damping? a Total mechanical energy b Velocity c Displacement 34 The velocity in SHM is perpendicular to which quantity at any instant? a Displacement b Acceleration c Force 35 In a vertical SHM spring, what does gravity mainly affect? a Amplitude b Equilibrium position c Frequency 36 What is the phase relation between velocity and displacement at x = 0? a Velocity is maximum b Velocity equals displacement c Velocity is zero 37 Which scenario yields SHM with the smallest damping? a Low air resistance b High friction c No mass 38 Which law governs a mass-spring SHM system? a Kepler's laws b Coulomb's law c Newton's second law with Hooke's law 39 What is the SHM equation for displacement in a spring-mmass? a x(t) = A cos(ωt + φ) b x(t) = A e^(−t) c x(t) = A sin(ωt) / t 40 Which is true for a floating cylinder SHM in liquid? a Gravity-only restores b Damping eliminates motion c Buoyancy provides the restoring force 41 In SHM, energy oscillates between which forms? a Electrical and magnetic b Thermal and chemical c Kinetic and potential 42 What happens to amplitude in ideal SHM when no damping is present? a Decays to zero b Remains constant c Grow indefinitely 43 Which quantity is in phase with acceleration in SHM? a Displacement with sign inverted b Velocity c Force 44 What is the small-angle approximation for a pendulum? a θ ≈ sin(1/t) b sin θ ≈ θ (radians) c sin θ ≈ 1 45 If mass m is doubled in a spring-mass SHM, ω: a Remains same b Increases as √m c Decreases as 1/√m 46 What is the period of a simple pendulum for small amplitude? a T = √(L/g) b T = g/(2π√L) c T = 2π√(L/g) 47 In SHM, what is the relationship between x and v at maximum x? a v maximum b v = 0 c v = x 48 What does ω determine in SHM? a Amplitude b Rate of change of phase c Mass 49 For a damped oscillator, what happens as damping increases? a Period becomes zero b Oscillations grow c Oscillations die out faster 50 Which quantity is angular frequency in radians per second? a ω b f c T

Simple Harmonic Motion Lowersixth Science Physics

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Simple Harmonic Motion Lowersixth Science PhysicsOnline version

by YAKILI LMS

What does SHM stand for in physics?

In a horizontal spring-mass system, what remains constant during SHM?

Which variable represents displacement in SHM equations?

What is the standard form of displacement in SHM?

Which parameter equals angular frequency ω?

What is the period T in SHM?

What is the frequency f in SHM?

In a vertical SHM pendulum, which forces drive the restoring motion?

For small angles, a simple pendulum exhibits SHM with period depending on what?

What happens to the period of a pendulum as length increases?

In a loaded vertical spring, which variable varies with time in SHM?

What does the restoring force in a spring-mass system equal?

What is the velocity in SHM given x = A cos(ωt)?

What is the acceleration in SHM given x = A cos(ωt)?

Which energy forms exchange in SHM of an ideal spring-mass?

In a real pendulum, what causes deviations from ideal SHM?

For a cylinder floating in liquid, SHM occurs due to:

What is the equation for SHM displacement for a pendulum of small angle?

Which quantity remains constant in an ideal SHM cycle?

If the mass doubles in a same spring system, what happens to the period (assuming k constant)?

What is the amplitude in SHM?

Which quantity is in phase with displacement in SHM?

What is the expression for kinetic energy in SHM?

In SHM, at maximum displacement, the velocity is:

At equilibrium, what is the acceleration in ideal SHM?

For a horizontal spring, what determines the angular frequency ω?

If ω increases, what happens to the period T?

Which setup models a cylinder in liquid showing SHM?

What is the restoring force in a vertical spring-mish? (Hooke's law)

For a damped SHM, which element dissipates energy?

What condition defines SHM when damping is small?

The period of a small-angle pendulum depends on:

Which quantity is constant in horizontal SHM without damping?

The velocity in SHM is perpendicular to which quantity at any instant?

In a vertical SHM spring, what does gravity mainly affect?

What is the phase relation between velocity and displacement at x = 0?

Which scenario yields SHM with the smallest damping?

Which law governs a mass-spring SHM system?

What is the SHM equation for displacement in a spring-mmass?

Which is true for a floating cylinder SHM in liquid?

In SHM, energy oscillates between which forms?

What happens to amplitude in ideal SHM when no damping is present?

Which quantity is in phase with acceleration in SHM?

What is the small-angle approximation for a pendulum?

If mass m is doubled in a spring-mass SHM, ω:

What is the period of a simple pendulum for small amplitude?

In SHM, what is the relationship between x and v at maximum x?

What does ω determine in SHM?

For a damped oscillator, what happens as damping increases?

Which quantity is angular frequency in radians per second?