Chapter 2 (B - 2.6 to 2.14) - Forces, Momentum, etc Flashcards

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1
Q

Force

A

pull or push exerted by one object on another

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2
Q

Newton’s first law of motion

A

A stationary object will remain stationary if no external force acts upon it, an object in motion will keep moving at a steady speed in a straight line, without any interference by any other external forces.

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3
Q

Balanced forces

A

Forces that are in balance cancel each other out

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4
Q

Terminal velocity

A

When the air resistance is equal to the weight of the object, and the forces are balanced, it reaches it max speed, which is its terminal velocity

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5
Q

Resultant force

A

The force that is equivalent too two unbalanced forces.

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6
Q

force formula

A

F = ma

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7
Q

1 Newton:

A

The force required to give a mass of 1 kg am acceleration of 1m/s

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8
Q

Friction

A

Force that stops materials from sliding over each other.

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9
Q

Static friction

A

The friction that stops a stationary body from moving.

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10
Q

Dynamic friction

A

The friction that is created between moving objects.

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11
Q

Drag

A

Dynamic friction objects experience as they move through a fluid.

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12
Q

Weight formula

A

weight = m*g

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13
Q

Newton’s third law of motion

A

every action has an equal and opposite reaction.

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14
Q

Momentum formula

A

mv

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15
Q

momentum (resultant force formula)

A

force = change in momentum/change in time

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16
Q

impulse

A

force * time

its the change in momentum

17
Q

eq for final velocity when initial v, acceleration and time are given

A

final = initial + accelerationxtime

18
Q

eq for final velocity when initial v, acceleration, and displacement are given

A

final^2 = initial^2 + 2 x acceleration x displacement
v^2 = u^2 + 2as

19
Q

eq for displacement when initial v, time and acce is given

A

displacement = initial velocity x time + 1/2 acceleration x time^2
s = ut + 1/2 at^2

20
Q

eq for displacement when final v, time and acce is given

A

displacement = final velocity x time - 1/2 acceleration x time^2
s = vt - 1/2 at^2

21
Q

eq for displacement when final v, initial v and time is given

A

displacement = half (initial + final) x time
s = 1/2 x (u + v) x t

22
Q

Direction of centripetal force

A

towards the center

23
Q

what provides centripetal force

A

friction between the track (thing the obj is rotating on) and the object

eg in a roudn race track
friction between tires and tires

24
Q

Why would an object going flying from a circular motion

eg why would a car go off the track after it speeds up

A

friction provided for centri petal force is too less for the car and therefore it goes of the track in a tangential manner