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Electricity
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Electricity is the flow of electrons along a given path
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Protons have a (+) charge and are found in the nucleus
Electric Charge Atoms are made up of charged particles Protons have a (+) charge and are found in the nucleus Electrons have a (-) charge and are free to move around the atom
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Behavior of Charges Opposite charges attract Like charges repel
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Conductors Electric charges are free to move from atom to atom
within a material Caused by weak attraction between nucleus and electrons
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Insulators Resist the flow of electrons from atom to atom
within a material Caused by strong attraction between nucleus and electrons
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Conducting Ability
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Current Amount of charge that flows through a circuit in a given amount of time Measured in amperes (amps) (A) by an ammeter Determines the brightness of a light bulb
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Current Flow in a Circuit
Electrons are what are moving to cause electricity In a circuit, current flows from (+) end of battery to (-) end
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Voltage (Potential Difference)
Amount of electric potential energy per unit of charge Measured in Volts (V) by a voltmeter Determined by the energy source (battery)
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Battery/Electrochemical Cell
Converts chemical energy into electrical energy Current flows from high potential energy to low potential energy (+) end = high electrical potential (-) end = low electrical potential
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Resistors Opposes the current flow in a circuit Measured in Ohms () Any device that uses energy within a circuit – a light bulb, a motor, etc.
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Ohm’s Law Voltage = Current x Resistance V = I x R Voltage (V) has a direct relationship with current (I) and resistance (R) Current (I) and resistance (R) have an indirect relationship
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Circuits Circuits are closed loops through which charges can travel
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Circuit Symbols Wire _____ Resistor Closed switch Open switch Battery
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Circuits
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Types of Circuits: Series and Parallel
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Series Circuits Have a SINGLE path for current to flow
The current is the same in every resistor The sum of the voltage across the individual resistors is equal to the voltage of the battery. The total resistance (Req) is equal to the sum of the individual resistance values If one bulb goes out, all bulbs go out.
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Applying Ohm’s Law to Series Circuits
1. Add up all resistance values to find the total resistance Req (equivalent resistance) 2. Use Req & the battery’s voltage in Ohm’s law to find the total current of the circuit. This is the same current that travels through each resistor! 3. Use the resistance & current in Ohm’s law to find the Δ V across the resistor
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Use the information provided to solve for the missing variables in the circuit
R1 = 17 R2 = 12 R3 = 11 ΔV = 60V Find: Req = Itot = I1 = ΔV1 = I2 = ΔV2 = I3 = ΔV3 =
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Use the information provided to solve for the missing variables in the circuit
R1 = 11 R2 = 7 R3 = 20 ΔV = 19V Find: Req = Itot = I1 = ΔV1 = I2 = ΔV2 = I3 = ΔV3 =
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Parallel Circuits Have multiple paths (branches) for current to flow
The voltage is the same across every resistor. The sum of the current in each individual branch is equal to the current outside the branches. The total resistance is found using: 1/Req = 1/R1 + 1/R /R3 … If one bulb goes out, the rest remain lit.
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Applying Ohm’s Law: Parallel Circuits
1. Add up all resistance values (1/R) to find the total resistance Req (equivalent resistance) 2. Use Req & the battery’s voltage in Ohm’s law to find the total current of the circuit. 3. Use the resistance & ΔV of each resistor in Ohm’s Law to find the current. Remember voltage is the same throughout the circuit.
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Use the information provided to solve for the missing variables in the circuit.
R1 = 17 R2 = 12 R3 = 11 ΔV = 60V Find: Req = Itot = I1 = ΔV1 = I2 = ΔV2 = I3 = ΔV3 =
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Use the information provided to solve for the missing variables in the circuit.
R1 = 11 R2 = 7 R3 = 20 ΔV = 12V Find: Req = Itot = I1 = ΔV1 = I2 = ΔV2 = I3 = ΔV3 =
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