**Experiment Overview**In this experiment, you have a resistor with a resistance of 28.4 Ω. The lab manual specifies that the maximum safe electric current that can flow through the resistor is 473 mA. Your task is to determine the maximum voltage (in volts) that can be applied to the resistor without exceeding the safe current limit.**Objective**Calculate the maximum voltage allowable for the given resistor using Ohm's Law.**Key Data**- Resistance (R) = 28.4 Ω- Maximum Current (I) = 473 mA (convert to Amperes: 473 mA = 0.473 A)**Formula**The voltage can be calculated using Ohm's Law:\[ V = I \times R \]where:- \( V \) is the voltage,- \( I \) is the current,- \( R \) is the resistance.**Instructions**1. Convert the current into Amperes if given in milliamperes.2. Use the formula to calculate the maximum voltage.3. Ensure your calculations comply with safety standards outlined in the lab manual.**Note**Accuracy in these calculations is essential for maintaining safety and ensuring the longevity and proper functioning of electronic components in any circuit you design or analyze.

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Answered: In this experiment, you have a 28.4N…

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In this experiment, you have a 28.4N resistor. If the lab manual specifies that the maximum safe electric current through the resistor is 473mA, what is the maximum voltage (in unit of volt) you can apply to the resistor?