Work and Energy Concepts Quiz

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Work, energy, and potential energy

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Supritha K

India

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Work and Energy Concepts Quiz


Froggy Jumps Work and Energy Concepts QuizVersión en línea Work, energy, and potential energy por Supritha K 1 What is the formula for work when a constant force acts along the displacement direction? a W = mgh b W = F × d c W = 1/2 mv^2 2 Which factors determine the amount of work done by a force? a Mass of the object and gravity b Time taken to perform the force and air resistance c Magnitude of force, displacement, and the angle between them 3 What is mechanical energy a sum of? a Heat energy plus chemical energy b Kinetic energy plus potential energy c Momentum plus thermal energy 4 What is the formula for kinetic energy? a KE = 1/2 m v^2 b KE = mv^3 c KE = mgh 5 What is potential energy due to gravity near the Earth's surface? a PE = mv^2 b PE = 1/2 kx^2 c PE = mgh 6 Which type of energy depends on an object's position in a field? a Thermal energy b Kinetic energy c Potential energy 7 If you lift a mass slowly, what happens to its potential energy? a Kinetic energy becomes zero b Potential energy increases c Potential energy decreases 8 What happens to mechanical energy when non-conservative forces do work (e.g., friction)? a Mechanical energy becomes zero b Mechanical energy changes, often converts to thermal energy c Mechanical energy always conserves 9 State the work–energy theorem. a Potential energy equals work done b Mass times acceleration equals work c Net work done on a system equals the change in its kinetic energy 10 If an object is lifted to height h and released with zero velocity, its energy is primarily: a Kinetic energy b Potential energy at height h c Thermal energy 11 Which scenario yields zero work by the force due to perpendicularity? a A force acts toward the center while the object moves along a circle b A force is applied briefly with large displacement c A force and velocity are in the same direction 12 A bead on a fixed hoop is kept in circular motion by tension in the string. Is the work done by the tension zero or nonzero? a Negative b Zero c Positive 13 If you push a stationary wall, your force does work on the wall. Is this an exception to the perpendicular rule? a No, it’s still zero b Yes, because displacement is zero c Yes, because force is perpendicular 14 In a horizontal circular motion, which force does zero work if it remains perpendicular to velocity? a Normal force b Air resistance c Friction 15 Which statement is true about work and perpendicular force in circular motion? a Work is always positive b The force does no work because displacement is tangential c Work is always negative 16 A pendulum bob is swinging. The string's tension does work on the bob, true or false? a False (tension is perpendicular to displacement at any instant) b True c Depends on amplitude 17 Which condition guarantees zero work by a force on a moving object? a Force is always perpendicular to instantaneous displacement b Force is parallel to acceleration c Force is zero

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Work and Energy Concepts Quiz

Froggy Jumps

Sobre esta actividad

Creada por

Descarga la versión para jugar en papel

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Work and Energy Concepts QuizVersión en línea

por Supritha K

What is the formula for work when a constant force acts along the displacement direction?

Which factors determine the amount of work done by a force?

What is mechanical energy a sum of?

What is the formula for kinetic energy?

What is potential energy due to gravity near the Earth's surface?

Which type of energy depends on an object's position in a field?

If you lift a mass slowly, what happens to its potential energy?

What happens to mechanical energy when non-conservative forces do work (e.g., friction)?

State the work–energy theorem.

If an object is lifted to height h and released with zero velocity, its energy is primarily:

Which scenario yields zero work by the force due to perpendicularity?

A bead on a fixed hoop is kept in circular motion by tension in the string. Is the work done by the tension zero or nonzero?

If you push a stationary wall, your force does work on the wall. Is this an exception to the perpendicular rule?

In a horizontal circular motion, which force does zero work if it remains perpendicular to velocity?

Which statement is true about work and perpendicular force in circular motion?

A pendulum bob is swinging. The string's tension does work on the bob, true or false?

Which condition guarantees zero work by a force on a moving object?