Table of Contents
- 1 What is the relationship between the slope of the plot line and the circuit resistance?
- 2 Is a plot of current vs voltage always a straight line?
- 3 Why is the current vs voltage graph of a resistor a straight line with a constant slope?
- 4 When the applied voltage is constant the current is more with resistance?
- 5 Does the slope of the graph equal the resistance when voltage?
- 6 What is ohm’s law graph and how is it used?
What is the relationship between the slope of the plot line and the circuit resistance?
The relationship between voltage and current is Ohm’s Law, and the slope of the line from a graph of the two is the value of the resistance in the circuit. The Ohm’s Law equation can be represented in three ways: R = V / I (resistance = voltage divided by current)
Is a plot of current vs voltage always a straight line?
For circuits with stable resistances, the plot of current over voltage is linear (I=E/R). In circuits where resistance varies with changes in either voltage or current, the plot of current over voltage will be nonlinear (not a straight line).
How is the resistance of the object related to the slope of the graph show why?
According to Ohm’s law, current in any circuit is directly proportional to the potential difference and inversely proportional to the resistance in the circuit. Here, V is the voltage in the circuit and I is the current in the circuit. The slope of the voltage-current graph is equal to the resistance.
What happens to the current as the resistance increases?
As the resistance increases, the current decreases, provided all other factors are kept constant. Materials with low resistance, metals for example, are called electrical conductors and allow electricity to flow easily.
Why is the current vs voltage graph of a resistor a straight line with a constant slope?
Since the current is inversely proportional to the resistance, as the resistance increases, the current decreases. A resistor is ‘Ohmic’ if as voltage across the resistor is increased, a graph of voltage versus current shows a straight line (indicating a constant resistance).
When the applied voltage is constant the current is more with resistance?
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Term when a parallel bank exists in a series path, both resistors have the same voltage across them. | Definition a. true |
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Term when the applied voltage is constant, the current is more with resistance. | Definition decreased |
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What does slope of VI graph indicate?
The slope of V-I graph represents the resistance of a conductor. The above statement is in accordance with the Ohm’s law.
What does the slope of VI graph for a conductor represent?
Answer: The slope of V-I graph represents the resistance of a conductor.
Does the slope of the graph equal the resistance when voltage?
Hi, yes the slope of the graph does equal the resistance when voltage is plotted against current. Hope the diagram below gives an easy, understandable explanation! If you plotted the other way around of current versus voltage, the slope would be “conductance” which is the reciprocal of “resistance”.
What is ohm’s law graph and how is it used?
Ohm’s law graph is a plot of voltage and current where the voltage is plotted on the x-axis and current is plotted across the y-axis. In our experiment on 1 k resistor, we observed a straight linear relationship between Ohm’s law. Today you’ll learn the behavior of slop with the resistance.
What is the behavior of slop with the resistance?
Today you’ll learn the behavior of slop with the resistance. Let’s check the Ohm’s law plot for different resistors. One can easily understand that increase of resistance decreases the slope of the graph. The maximum height of slope actually represents the current.
What is the relationship between current and voltage on a graph?
Using the established convention, a current vs voltage graph would have current on vertical axis and voltage on the horizontal axis. In such a case the resistances woukd be the reciprocal of slope, assuming the relationship between the the current and voltage is linear. Early symptoms of spinal muscular atrophy may surprise you.