Ohm's Law graphing inversed gradient value

So you have I=mV+c.What would m be there?In summary, according to Ohm's Law, when plotting the change in current vs the change in voltage for an ohmic device, the resulting trend line should be linear with a gradient equal to the resistance. However, to find the true resistance value, the gradient value needs to be inversed. This is because the equation for the trend line is y = mx + c, with voltage being plotted as x and current as y. Therefore, the gradient (m) represents the inverse of the resistance.
  • #1
Casius
2
0
Homework Statement
Hey all. This is about Ohm's Law (and specifically resistance). When you plot the change in current vs the change in voltage you should get a linear trend line (providing it is from an ohmic device). The gradient should be the resistance. My questions is why does the gradient value need to be inversed to find the true resistance value?
Relevant Equations
y = mx +c
Hey all. This is about Ohm's Law (and specifically resistance). When you plot the change in current vs the change in voltage you should get a linear trend line (providing it is from an ohmic device). The gradient should be the resistance. My questions is why does the gradient value need to be inversed to find the true resistance value?
 
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  • #2
Casius said:
Homework Statement:: Hey all. This is about Ohm's Law (and specifically resistance). When you plot the change in current vs the change in voltage you should get a linear trend line (providing it is from an ohmic device). The gradient should be the resistance. My questions is why does the gradient value need to be inversed to find the true resistance value?
Relevant Equations:: y = mx +c
Of voltage and current, which are you plotting as y and which as x?
 
  • #3
haruspex said:
Of voltage and current, which are you plotting as y and which as x?
Voltage x, current y
 
  • #4
Casius said:
Voltage x, current y
So you have I=mV+c.
What would m be there?
 

FAQ: Ohm's Law graphing inversed gradient value

What is Ohm's Law and how is it related to graphing inversed gradient value?

Ohm's Law is a fundamental law in physics that describes the relationship between voltage, current, and resistance in an electrical circuit. It states that the current through a conductor is directly proportional to the voltage and inversely proportional to the resistance. Graphing inversed gradient value is a way to visually represent this relationship.

How do you calculate the inversed gradient value for Ohm's Law?

The inversed gradient value for Ohm's Law can be calculated by dividing the voltage by the current. This will give you the resistance of the circuit, which is the inverse of the gradient.

What does the graph of inversed gradient value for Ohm's Law look like?

The graph of inversed gradient value for Ohm's Law is a straight line that passes through the origin. This is because the relationship between voltage and current is linear and inversely proportional.

How is Ohm's Law graphing useful in real-world applications?

Ohm's Law graphing is useful in many real-world applications, particularly in designing and troubleshooting electrical circuits. By graphing inversed gradient values, scientists and engineers can easily determine the resistance of a circuit and make necessary adjustments to ensure proper functioning.

Can Ohm's Law be applied to all electrical circuits?

Yes, Ohm's Law can be applied to all electrical circuits as long as they are linear and follow the basic principles of resistance, voltage, and current. However, it may not be accurate for circuits with non-linear elements such as diodes or transistors.

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