# Question Find the current $$\mathrm{I}$$ in Figure 1 by method of Voltage Division in all steps.

FJRR0S The Asker · Physics

Transcribed Image Text: Find the current $$\mathrm{I}$$ in Figure 1 by method of Voltage Division in all steps.
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Transcribed Image Text: Find the current $$\mathrm{I}$$ in Figure 1 by method of Voltage Division in all steps.
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&#12304;General guidance&#12305;The answer provided below has been developed in a clear step by step manner.Step1/2To find the current I in the given circuit using the method of Voltage Division, we can follow the steps given below:Step 1: Identify the parallel resistors in the circuit.In the given circuit, there are two sets of parallel resistors: 60 ohms and 80 ohms, and 6 ohms and 20 ohms.Step 2: Find the equivalent resistance of the parallel resistors.For the parallel resistors of 60 ohms and 80 ohms, we can find the equivalent resistance as follows: 1/Req = 1/60 + 1/801/Req = (4+3)/2401/Req = 7/240Req = 240/7 &#8776; 34.3 ohmsFor the parallel resistors of 6 ohms and 20 ohms, we can find the equivalent resistance as follows:1/Req = 1/6 + 1/201/Req = (10+3)/601/Req = 13/60Req = 60/13 &#8776; 4.6 ohmsExplanationUsing the method of Voltage Division, we can find the current in a circuit by first identifying the parallel resistors and finding their equivalent resistance. Then, we can find the voltage drop across each set of parallel resistors using the Voltage Division formula. Explanation:Please refer to solution in this step.Step2/2Step 3: Find the voltage drop across each set of parallel resistors.Using the Voltage Division formula, we can find the voltage drop across each set of parallel resistors.For the parallel resistors of 60 ohms and 80 ohms:\( \begin ... See the full answer