Based on your observations in Part 1 (as well as previous labs), select the three TRUE statements about voltage and resistors in series below. O Resistors in series divide voltage proportionally depending on the relative value of each resistor, meaning the highest voltage will be across the highes value resistor and the lowest voltage will be across the lowest value resistor. O Resistors in series will divide voltage equally, with the total voltage determined by the total resistance. O Resistors in series add to total resistance in a path. O Resistors in series divide voltage proportionally depending on their order (R1 has higher votage, R2 has less, and so on). O Resistors in series reduce total resistance by adding distance to the path, so more charge can flow. O The voltage across each resistor in a series will be inversely proportionate to its resistance, meaning the highest voltage will be across the lowest value resistor and the lowest voltage will be across the highest value resistor. O Resistors in series reduce the potential from the source (in this case, the PSB), allowing paths to be connected with a lower voltage across them. This can be used for greater control over voltage levels in a circuit.

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Select the three True statements about voltage and resistors in series below
Based on your observations in Part 1 (as well as previous labs), select the three TRUE statements about voltage and
resistors in series below.
O Resistors in series divide voltage proportionally depending on the relative value of each resistor, meaning the highest voltage will be across the highest
value resistor and the lowest voltage will be across the lowest value resistor.
O Resistors in series will divide voltage equally, with the total voltage determined by the total resistance.
O Resistors in series add to total resistance in a path.
O Resistors in series divide voltage proportionally depending on their order (R1 has higher votage, R2 has less, and so on).
O Resistors in series reduce total resistance by adding distance to the path, so more charge can flow.
O The voltage across each resistor in a series will be inversely proportionate to its resistance, meaning the highest voltage will be across the lowest value
resistor and the lowest voltage will be across the highest value resistor.
O Resistors in series reduce the potential from the source (in this case, the PSB), allowing paths to be connected with a lower voltage across them. This
can be used for greater control over voltage levels in a circuit.
Transcribed Image Text:Based on your observations in Part 1 (as well as previous labs), select the three TRUE statements about voltage and resistors in series below. O Resistors in series divide voltage proportionally depending on the relative value of each resistor, meaning the highest voltage will be across the highest value resistor and the lowest voltage will be across the lowest value resistor. O Resistors in series will divide voltage equally, with the total voltage determined by the total resistance. O Resistors in series add to total resistance in a path. O Resistors in series divide voltage proportionally depending on their order (R1 has higher votage, R2 has less, and so on). O Resistors in series reduce total resistance by adding distance to the path, so more charge can flow. O The voltage across each resistor in a series will be inversely proportionate to its resistance, meaning the highest voltage will be across the lowest value resistor and the lowest voltage will be across the highest value resistor. O Resistors in series reduce the potential from the source (in this case, the PSB), allowing paths to be connected with a lower voltage across them. This can be used for greater control over voltage levels in a circuit.
iestions:
R1
R2
R3
R4
220 Q
220 Q
220 Q
220 Q
PSB
5 V
it? (Remember that when measuring resistance, the components must not be connec
ies of resistors?
resistors in the series?
Transcribed Image Text:iestions: R1 R2 R3 R4 220 Q 220 Q 220 Q 220 Q PSB 5 V it? (Remember that when measuring resistance, the components must not be connec ies of resistors? resistors in the series?
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