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A bird stands on an electric transmission line carrying 3100 A. of current. The line has 3.0E-05 ohm resistance per meter, and the bird's feet are 2.0 cm. apart. What voltage does the bird feel?

Thanks!

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- Thread starter sp1974
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A bird stands on an electric transmission line carrying 3100 A. of current. The line has 3.0E-05 ohm resistance per meter, and the bird's feet are 2.0 cm. apart. What voltage does the bird feel?

Thanks!

- #2

Andrew Mason

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What is the resistance of the wire between the bird's feet? The voltage is just IR.

A bird stands on an electric transmission line carrying 3100 A. of current. The line has 3.0E-05 ohm resistance per meter, and the bird's feet are 2.0 cm. apart. What voltage does the bird feel?

Thanks!

AM

- #3

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What is the resistance of the wire between the bird's feet? The voltage is just IR.

AM

That is all the info that was given for the problem

- #4

cepheid

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That is all the info that was given for the problem

No, you misunderstand. Andrew Mason was hinting at the first step in answering this question. It

By the way, please post homework problems in the Homework Help subforum in the future.

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cepheid

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You don't need any of that information, because the problem already tells you how much

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So R=(3e-5 ohm).02m/A ??? Still have 2 unknowns

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cepheid

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So R=(3e-5 ohm).02m/A ??? Still have 2 unknowns

I don't understand what you are doing. Where does 'A' come from? What you have been given in the problem is:

[tex] \frac{\textrm{resistance}}{\textrm{length}} [/tex]

in units of ohms/metre. To figure out the total resistance in the section of wire of interest, all you have to do is multiply this number by "length" to end up with just "resistance."

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it is the formula we were given for the resistivity of material

- #10

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so 3e-5/.02m = .0015ohms

Is that right? If so how do I translate that to the voltage?

Is that right? If so how do I translate that to the voltage?

- #11

cepheid

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it is the formula we were given for the resistivity of material

I realize that. What i'm saying (and what I said in post #6) is that it is not relevant here. You don't need to know the resistivity or the cross-sectional area. They would only be useful if you were trying to calculate the total resistance of a piece of material from scratch. But this problem

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cepheid

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so 3e-5/.02m = .0015ohms

Is that right?

No, it's not. Think about it. You have resistance OVER length. How do you combine that with 'length' in order to get just 'resistance.' Hint 1: the answer is not division. Hint 2: the result should obviously end up with units of ohms.

If so how do I translate that to the voltage?

Assuming you eventually find the right answer for the resistance of that section of wire, Andrew Mason already told you how to use that to find the voltage across that section.

- #13

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sorry I read the one post to quick and didnt understand right. The bird feels .00186V. Thanks!

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