Solve Voltage Question: 3.3k & 4.7k Resistors

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To calculate the percent of total voltage across a 4.7k resistor in series with a 3.3k resistor, the correct formula is to use the fraction of the 4.7k resistor over the total resistance, which is 4.7k divided by the sum of 3.3k and 4.7k. The result should then be multiplied by 100 to convert it to a percentage. A participant identified an error in their calculation, realizing they had mistakenly multiplied instead of adding the resistances. This highlights the importance of accurately applying series resistor formulas in voltage calculations. Understanding these principles is crucial for solving similar electrical problems effectively.
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Hey, I'm stuck in one of the problems I was given. We just started it, so I'm a bit confused. It says: 3.3k resistor is in series with 4.7k resistor. Calculate the percent of the total applied voltage that would appear across the 4.7k resistor. I got this answer but I'm not sure if it is right. Thank you.
 
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The 3.3k resistor gets this fraction of the total voltage drop:

<br /> \frac{{3.3k}}<br /> {{3.3k + 4.7k}}<br />

while the 4.7k gets this fraction:

<br /> \frac{{4.7k}}<br /> {{3.3k + 4.7k}}<br />

Don't forget to multiply by 100 to get percent.

- Warren
 
I know where I made the mistake. I'd multiplied instead of adding. I don't know why. Thank You.
 
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