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8.3 – RESISTANCE AND OHMS LAW

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Page 1: 8.3 – Resistance and Ohms Lawgandha.weebly.com/uploads/1/3/3/6/13367253/8.3...SECTION 8.3 – RESISTANCE AND OHM’S LAW • Resistance – is the property of any material that slows

8.3 – RESISTANCE AND OHMS LAW

Page 2: 8.3 – Resistance and Ohms Lawgandha.weebly.com/uploads/1/3/3/6/13367253/8.3...SECTION 8.3 – RESISTANCE AND OHM’S LAW • Resistance – is the property of any material that slows

SECTION 8.3 – RESISTANCE AND

OHM’S LAW • Resistance – is the property of any material that slows down the flow of electrons (i.e. a load)

and converts electrical energy into other forms of energy (i.e. light or heat).

• Wires that connect the battery to a load have very little resistance; therefore, electrons can travel through the wire with almost no loss of electrical energy.

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RESISTANCE AND CURRENT

• Voltage is directly proportional to current; therefore, as the voltage increases, so does the

current (I).

• If an electric circuit has a large resistance, less current will flow if a battery with the same

voltage is connected to a lower resistance circuit.

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OHM’S LAW

R = V/I

R = resistance (ohm - Ω)

V = voltage (volts – V)

I = current (amperes – A)

V

R I

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CONVERSIONS

• Divide by 1000 to convert mA (m = milli) A

• Times by 1000 to convert A mA

Example:

5 mA ? A

5 mA/1000 = 0.005 A

0.095 A ? mA

0.095 A x 1000 = 95 mA

Page 6: 8.3 – Resistance and Ohms Lawgandha.weebly.com/uploads/1/3/3/6/13367253/8.3...SECTION 8.3 – RESISTANCE AND OHM’S LAW • Resistance – is the property of any material that slows

CONVERSIONS

• Divide by 1000 to convert Ω k Ω (k = kilo)

• Times by 1000 to convert k Ω Ω

Example:

6000 Ω ? k Ω

6000 Ω/1000 = 6 k Ω

20 k Ω ? Ω

20 k Ω x 1000 20,000 Ω

Page 7: 8.3 – Resistance and Ohms Lawgandha.weebly.com/uploads/1/3/3/6/13367253/8.3...SECTION 8.3 – RESISTANCE AND OHM’S LAW • Resistance – is the property of any material that slows

CONVERSIONS

• Divide by 1,000,000 to convert V to MV (mega)

• Times by 1,000,000 to convert MV to V

Example:

25 MV ? V

25 MV x 1,000,000 = 25, 000,000

4,000,000 V MV

4,000,000 V/1,000,000 = 4 MV

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SAMPLE CALCULATIONS USING THE

OHM’S FORMULA

1. The current through a load in a circuit is 1.5 A. If the

potential difference across the load is 12 V, what is

the resistance of the load?

R = V/I

R = 12 V/1.5A

R = 8.0 Ω

The resistance of the load is 8.0 Ω.

Page 9: 8.3 – Resistance and Ohms Lawgandha.weebly.com/uploads/1/3/3/6/13367253/8.3...SECTION 8.3 – RESISTANCE AND OHM’S LAW • Resistance – is the property of any material that slows

SAMPLE CALCULATIONS USING THE

OHM’S FORMULA

2. The resistance of a car headlight is 15 Ω. If there is a current of 0.80 A through the headlight, what is the voltage across the headlight?

V = IR

V = (0.80 A)(15 Ω)

V = 12 V

The voltage across the headlight is 12 V.

Page 10: 8.3 – Resistance and Ohms Lawgandha.weebly.com/uploads/1/3/3/6/13367253/8.3...SECTION 8.3 – RESISTANCE AND OHM’S LAW • Resistance – is the property of any material that slows

SAMPLE CALCULATIONS USING THE

OHM’S FORMULA

3. A 60 V potential difference is measured across a load

that has a resistance of 15 Ω. What is the current through this load?

I = V/R

I = 60 V/ 15 Ω

I = 4.0 A

The current through this load is 4.0 A.

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PRACTICE PROBLEMS

• Pg. 293 #1-3

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CONVERTING PREFIXES

• Prefixes are used to indicate the magnitude of a value

• Mili (m) represents one-thousandth (eg. 25mA = 25/1000 = 0.025A)

• Kilo (k) represents one thousand (eg. 5.0KΩ = 5000 Ω

• Mega (M) represents one million (example: 12MV = 12 000 000V)

• Practice Problems Pg. 294 #1-3

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THE RESISTOR

• Resistor – an electrical component that has a specific resistance.

• Used to control the current or voltage in a circuit.

• When charge encounters resistance, it is transformed into other forms of energy (i.e. heat).

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RESISTOR COLOUR CODE

TABLE 8.2 PAGE 297

(Accuracy)

(Accuracy)

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RESISTOR COLOUR CODE

Example: Red, blue, brown,

gold

• 260 Ω +/- 5%

Example: Green, orange, black,

silver

• 53 Ω +/- 10%