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Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units...

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Forces, Waves and Electricity 26%
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Page 1: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Forces, Waves and Electricity26%

Page 2: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Speed and Velocity

Speed = distance divided by time

s = d/t Units of speed = m/s Velocity = speed in a given direction Example:

55 mph = speed 55 mph north = velocity

Page 3: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Acceleration

Acceleration = rate at which velocity changes Involves a change in speed OR direction

a = (vf – vi )/ t Units of acceleration = m/s2

Example: 0 to 60 mph in 5 seconds For acceleration to occur a net

(unbalanced) force must be applied

Page 4: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Sample Question #1

Use the equations for velocity and acceleration to solve the following examples: A ball rolls in a straight line very slowly across the

floor traveling 1.0 meter in 2.0 seconds. Calculate the velocity of the ball. Answer: v = 0.50 m/s

If the ball from the above question rolls to a stop in 2.0 seconds, calculate the acceleration (deceleration) of the ball. Answer: a = -0.25 m/s2

Page 5: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Newton’s 1st Law of Motion An object at rest will

remain at rest and an object in constant motion will remain in constant motion unless acted on by an unbalanced force.

Reason for seatbelts

Page 6: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Newton’s 2nd Law of Motion Force = mass x acceleration

F = ma

Page 7: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Newton’s 3rd Law of Motion

For every action, there is an equal but opposite reaction

Examples: Punch a wall, it

punches back Rocket propulsion

Page 8: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Mass- stays the same

Weight- changesgravity decreases, weight decreases

Mass- stays the sameMass- stays the same

Weight- changesWeight- changesgravity decreases,gravity decreases, weight decreases weight decreases

Mass is in g, kgMass is in g, kgWeight is is NewtonsWeight is is Newtons

Page 9: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Falling objects and gravity

Force, mass, and acceleration are interdependent. A change in any one of these affects the others.

Friction is an ever present force that opposes motion.

All objects fall at the same speed independent of its mass if there are not frictional forces acting upon them.

Page 10: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Falling objects and gravity

An astronaut on the moon drops a feather and a rock from the same height. They reach the ground at the same time. Why does this happen on the moon but NOT on Earth?

The moon has no atmosphere. The moon’s weaker gravity pulls each with less

force. Objects dropped on Earth are not influenced by

lunar gravity. On Earth, the rock has more mass due to Earth’s

stronger gravity

Page 11: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Energy and Work Energy = The ability to do work Work = transfer of energy by applying a

force to move an object

W = Fd

where force and distance are in same direction

Both work and energy are measured in Joules(J)

Page 12: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Static Equilibrium

If the combined effect of all the forces acting on a body is zero and the body is in the state of rest then its equilibrium is termed as static equilibrium.

Page 13: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Examples of Work and No Work

Hammer applies a force to move the nail in the same direction = WORK

Waiter applies a force upward while the tray moves forward = NO WORK

Page 14: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Types of Mechanical Energy

Kinetic = energy of motion

Potential = stored energy due to position

Page 15: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Light

Light is a form of electromagnetic radiation (EM) EM spectrum shows the forms of radiation in order

of increasing frequency (and energy) and decreasing wavelength

Page 16: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Electromagnetic Wave (EM) versus Mechanical Wave

EM WAVE does not require

matter to transfer energy

CAN travel through a vacuum

example: light

MECHANICAL WAVE does require matter to

transfer energy CANNOT travel

through a vacuum example: sound

Page 17: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

A scientist investigates the type of radiation being emitted by a radioactive sample. An apparatus is constructed using a radiation detector, a radioactive sample, and two different types of absorbers placed between the detector and the sample.

Absorber used Average counts per second

No absorber 33

Paper 1 mm thick 20

Metal 3 mm thick 1

Page 18: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Question

Which type(s) of radiation does the sample emit?

A. The sample emits alpha radiation. B. The sample emits beta radiation. C.*The sample emits both alpha and beta

radiation. D. The sample emits neither alpha nor beta

radiation.

Page 19: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

vacuum of space

Light but NO sound

Page 20: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Speed of Sound

solidliquid

gas

emptyspace

fastest

slowestnone

Page 21: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Thunder

thunder and lightningL then T

Light faster than Sound

Thunder & lightningL then T

Light faster than sound

Page 22: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Reflection of Light

When light strikes a boundary, it reflects.

The angle at which the wave approaches a flat reflecting surface is equal to the angle at which the wave leaves the surface (like a bounce pass of a basketball).

Reflection results in image formation.

Page 23: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Refraction of Light Light waves travel

faster in air than in water and slower in glass than water.

More dense = slower light

When light enters a different medium, speed changes and it bends.

Bending of light due to change in speed = REFRACTION

Page 24: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

refraction

Page 25: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Wave Interference

the phenomenon which occurs when two waves meet while traveling along the same medium

constructive = waves add to produce a larger wave

destructive = waves cancel to produce a smaller wave

CONSTRUCTIVE

DESTRUCTIVE

Page 26: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

This diagram shows two overlapping waves with the same wavelength and amplitude.

Which statement correctly explains the diagram?

A. The waves overlap and increase in frequency.

B. The wave frequencies overlap and increase refraction.

C. Diffraction between the waves increases the amplitude.

D. Interference between the waves increases the amplitude.

Page 27: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Which diagram represents interference?

Page 28: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Doppler Effect

Increase frequency, Decrease frequencyincoming departing

Page 29: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Electricity Electrons carry a negative charge. Lost electrons = positive charge Gained electrons = negative charge REMEMBER:

Like charges repel Opposites attract

Page 30: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Ohm’s Law and electricity

In a direct current (DC) circuit, the relationship between the current (I) passing through a resistor, the potential difference (V) across the resistor, and the resistance (R ) of the resistor is described by Ohm’s Law:V = IR.

Find this formulaOn your Formula Sheet

Page 31: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Direct Circuits (DC)

The force motivating electrons to "flow" in a circuit is called voltage. Voltage is a specific measure of potential energy that is always relative between two points

Free electrons tend to move through conductors with some degree of friction, or opposition to motion. This opposition to motion is more properly called resistance

The "I" is thought to have been meant to represent "Intensity" (of electron flow)

Page 32: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

What is the amount of voltage provided by the battery?

V= IR V= (2A) X 7 V=14

Page 33: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Practice

What formula do you use? How many volts is in this circuit? How many Ohms? How much current?

Page 34: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Electrical Circuits

Current flows in a closed circuit

Ohm’s Law V = IR

Two types of circuits: Series (single path)-

Christmas tree lights Parallel (many paths)-houses

SERIES

PARALLEL

Page 35: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Permanent Magnets

Page 36: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Stronger: more loops stronger battery

ELECTROMAGNET

Page 37: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

.

“Mag”nificent Information

Even the most powerful permanent magnet is not as strong as the stronger electromagnets, so their applications are limited, but they still have many uses.

Magnets can be found everywhere, including your computer, ATM and credit cards, speakers and microphones, electric motors, and toys.

Electric motors work through an interaction between an electromagnet and a permanent magnet

Page 38: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Waves – Hertz – frequency

Electricity

Volts- Potential Difference Voltage V Amps- Current A Ohms- ResistanceΩ

Page 39: Forces, Waves and Electricity 26%. Speed and Velocity Speed = distance divided by time s = d/t Units of speed = m/s Velocity = speed in a given direction.

Remember to…. 1.WRITE DOWN

WHAT YOU KNOW BEFORE YOU START!!!!

2.Take your time3.Guess if you need to


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