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WorksheetsPhysics Flashcards
Total questions: 25
Worksheet time: 13mins
What is a vector?
A quantity with both magnitude and direction (e.g., 10 m east).
A quantity with only magnitude (e.g., 10 m).
A type of scalar used in mathematics.
A unit of measurement for distance.
How do you find vector components?
Break into x and y: Ax=Acosθ, Ay=Asinθ.
Add the magnitudes directly: A = Ax + Ay.
Multiply the angle by the magnitude: Ax = θA, Ay = θA.
Use only the y-component: Ay = Asinθ.
Everyday example of vectors?
Walking northeast can be split into north and east parts.
The number of apples in a basket.
The temperature of a room.
The color of a car.
What’s the difference between distance and displacement?
Distance = total ground covered (scalar). Displacement = straight-line change from start to end (vector).
Distance = straight-line change from start to end (vector). Displacement = total ground covered (scalar).
Distance and displacement are both always equal for any motion.
Distance = shortest path between two points. Displacement = total path covered.
What’s the difference between speed and velocity?
Speed = rate of distance change (no direction). Velocity = rate of displacement change (includes direction).
Speed = rate of displacement change (includes direction). Velocity = rate of distance change (no direction).
Speed and velocity both mean the same thing in physics.
Speed = rate of energy change. Velocity = rate of mass change.
Everyday example?
Walking around a block (distance ≠ displacement).
Reading a book (distance = displacement).
Standing still (distance = displacement = 0).
Jumping up and down in place (distance ≠ displacement).
What does 1-D kinematics study?
Motion along a straight line (with or without acceleration).
Motion in a circular path.
Motion in three-dimensional space.
Motion of fluids.
Two key kinematic equations?
v = v0 + at; x=x0+v0t+21at2
v = v0 - at; 1/2at2 x = x0 - v0t + 1/2at2
v=v0+2at ; x=x0+v0t+at2
v = v0 + at; 1/2at2 x = x0 + v0t - 1/2at2
Everyday example?
A toy car speeding up in a straight track.
A book resting on a table.
A clock showing the same time.
A plant growing in a pot.
On a position-time graph, what does slope show?
Velocity.
Acceleration.
Distance.
Time.
On a velocity-time graph, what does slope show?
Acceleration.
Distance.
Velocity.
Time.
On a velocity-time graph, what does area under curve show?
Displacement.
Speed.
Force.
Acceleration.
Everyday example? (Related to velocity-time or position-time graphs)
Fitness tracker speed chart.
Recipe ingredient list.
Book chapter summary.
Painting color palette.
What is free fall?
Motion under gravity’s constant acceleration (g ≈ 9.8 m/s²).
Motion with constant speed in a straight line.
Motion only in the presence of air resistance.
Motion caused by an applied force other than gravity.
Which kinematics equations apply to free fall?
Same as 1-D kinematics, with a=ga = ga=g.
Only the equations for constant velocity apply.
Only horizontal motion equations apply.
Equations with variable acceleration only apply.
Everyday example? (Related to free fall)
Dropping an apple.
Rolling a ball on a table.
Pushing a car.
Boiling water.
What are the two components of projectile motion?
Horizontal (constant velocity) & vertical (accelerated by gravity).
Horizontal (accelerated by gravity) & vertical (constant velocity).
Rotational & translational motion.
Linear & circular motion.
Why is the path a parabola?
Vertical acceleration + constant horizontal velocity.
Constant vertical and horizontal velocities.
No acceleration in any direction.
Only horizontal acceleration is present.
Everyday example? (Related to projectile motion)
Tossing a ball.
Boiling water.
Reading a book.
Listening to music.
What is relative velocity?
The velocity of one object measured from another’s frame: vA/B = vA − vB.
The sum of the velocities of two objects: vA/B = vA + vB.
The speed of an object in a vacuum: vA/B = vA × vB.
The velocity of an object relative to the ground: vA/B = vA.
Everyday example? (Related to relative velocity)
Walking on a moving walkway in an airport.
Standing still in a park.
Reading a book at home.
Sleeping in bed.
What is uniform circular motion?
Motion in a circle at constant speed, direction changes continuously.
Motion in a straight line at constant speed.
Motion in a circle at varying speed.
Motion in a straight line with changing speed.
What provides the inward pull?
Centripetal force.
Centrifugal force.
Gravitational force.
Frictional force.
Equation for centripetal acceleration?
ac = v2/r or rv2 .
ac = r/v2 .
ac = v/r2 .
ac = r2/v .
Everyday example?
Riding a Ferris wheel.
Reading a book.
Eating breakfast.
Writing a letter.
