Chapter 4 - Force, Mass, and Weight Flashcards

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1
Q

What is the equation of force?

A

Force = mass x acceleration

F = ma

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2
Q

What equations are associated with the motion of a trolley down a slope?

A

The equations of a trolley’s motions are:

  • F = ma
  • F = mg sin(θ) where m and g are mass and gravity respectively and theta is the angle of the slope.
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3
Q

What is the relationship between drag and speed?

A

Drag force is directly proportional to speed².

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4
Q

How do you calculate acceleration, considering drag force and terminal velocity?

A

Acceleration of free fall = (mg-D)/m, where m is mass, g is gravity and D is drag force.

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5
Q

Define a moment (and therefore the equation for a moment).

A
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6
Q

What equation applies to two objects in equilibrium about a pivot?

A

For objects in equilibrium about a pivot:

Sum of clockwise moments = Sum of anticlockwise.

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7
Q

Define torque.

A

Torque of a couple = one of the forces x perpendicular seperation between the forces

T = Fd

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8
Q

State the equation for pressure of a water column.

A

P = hpg, where h is the height of the column, p is the density of the liquid, and g is the acceleration of free fall.

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9
Q

State the equation of upthrust.

A

Upthrust = Axpg where A is area perpendicular to the upthrust force, x is the height of the the object, p is the density of the liquid and g is gravity.

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10
Q

List all of the mechanical forces.

A

The mechanical forces are:

  • Weight, Force due to Gravity, and Mass.
  • Friction, Force due to resistance between two object surfaces.
  • Drag, Force due to Fluid/Air Resistance and surface area.
  • Tension, Force within a stretched cable or rope.
  • Upthrust, Upward Buoyancy Force due to being on a fluid.
  • Normal Contact Force, Force due to an object resting against another object.
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11
Q

State the principle of moments.

A

Principle of Moments: For a body in rotational equilibrium, the sum of the anticlockwise moments around a point is the same as the sum of the clockwise moments.

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12
Q

Define Archimedes’ Principle.

A
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13
Q

Define an object’s centre of gravity.

A
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14
Q

Define a couple.

A

A couple is defined as:

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