Question
How do I find the expiremental resistance?

3 QUESTIONS&CALCULATIONS Using your graph and equation of best fit determine the experimental resistance of each resistor. (Hint: consider how the slope of the graph is related to the resistance.) 1. experimental resistance #1 experimental resistance #2 |-)- 2. Calculate the percent error for each resistor by comparing them to the known value found using the ohmmeter. Show your work for the error calculations. Use exact values from earlier calculations to find the error. Do not claim 0 % error! percent error resistor #1 percent error resistor #2 3. An ohmic device has a resistance that does not vary with voltage. In this lab, are the resistors ohmic? Explain by referring to the graphs and equations.
OUe DATA & ANALYSIS 1. 2. Convert current from milliamps (mA) to amps (A) and record in the data tables Create a graph of voltage and current (in amps) for each resistor. Think carefully about which quantity goes on the x-axis and y-axis. Use the same scale on both graphs, so think ahead before you plot points. For the current axis, label it as eurrent (A)x 10 so that the increments stays as integers and not small decimals. Enter the voltage and current (in amps) into Lists Li-Le in your calculator. Use up a the graph using appropriate yariables for current and voltage (not y and x, nor amps 3. Stat Cale for a Lin Reg Li. Ls to determine the best-fit line. Write the equation belosw and voltst) 4. Using a ruler, draw a best-fit line for the data on the each graph. Note the shape of the graph. What does this indicate about the relationship between voltage and current? Data Table 1 Data Table 2 Voltage Current Current VoltageCurrent Current (mA) (mA) 62 2 90 2.2 known resistance i (ind)Bot ] known resistance #2 (in Ω)K) Resistor 1 Resistor 2 3403 지 ureサ 2103 2 vel vol fare Equation of best-fit line: Equation of best-fit line:
0 0
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Answer #1

Solution:

The reciprocal of the slope(gradient) of the graph gives the resistance experimental value 3시03 2 63 Resistance Experimental value in experiment 1 = 032 Experimental value in 2

To find the error% the original value of the resistance is required.

It is % error = [(experimental value - Actual value) /Actual value ]* 100

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