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steven.won3962
Joined: 10 Jul 2009 Posts: 1
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Posted: Tue Aug 18, 2009 7:18 pm Post subject: Where do you get 480/(480+1000) from? |
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Answer says to do:
480/(480+1000)x 2 to get Volts, and then to plug it into the power equation. I'm wondering why you need to do 480/(480+1000) because I chose A.
Thanks! |
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mcat_premed3832
Joined: 19 Oct 2006 Posts: 413
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Posted: Tue Aug 18, 2009 11:20 pm Post subject: power, voltage, resistance |
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There are several ways to do this calculation, here is one:
We know that for the thermistor, P = (V^2)/R
We know R for the thermistor but we need to figure out the voltage just for the thermistor. The easiest way to do this is to ask: of the total voltage for the whole circuit (2 V), how can we calculate the fraction of voltage drop that occurs only at the thermistor? Well, check the fraction of resistance caused by the thermistor. That fraction is, of course, given by (note that R1 in Figure 1 is a 1 kilohm resistor):
480/(480+1000)
The correct answer is A.
The long way: use Kirchoff's second law to calculate the current:
2 V (epsilon) = i R1 + i R2
2 = 1480 i
i = 1/740
thus the voltage for the thermistor:
V = i R2 = (1/740)(480) = approx. 2/3 V. |
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wesley.pau5578
Joined: 06 Jun 2010 Posts: 5
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Posted: Wed Jun 23, 2010 3:47 pm Post subject: New Question for Question 39 |
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| Why do the divide I^2 by 500? Isn't the power equation P=(I^2)R or P=IV (either one)? |
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jellywing_2058
Joined: 04 May 2009 Posts: 179
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Posted: Wed Jun 23, 2010 4:54 pm Post subject: |
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As mcat_premed3832 explained,
| Quote: | We know that for the thermistor, P = (V^2)/R
We know R for the thermistor but we need to figure out the voltage just for the thermistor. The easiest way to do this is to ask: of the total voltage for the whole circuit (2 V), how can we calculate the fraction of voltage drop that occurs only at the thermistor? Well, check the fraction of resistance caused by the thermistor. That fraction is, of course, given by (note that R1 in Figure 1 is a 1 kilo ohm resistor):
480/(480+1000) |
Basically the resistance is 1/3 of the Resistance in R1. This means, according to V = IR that the V must also be 1/3 of the current (i.e. 1/3 of 2 volts = 2/3 volts)
Using P= V^2/R you may calculate P:
P= V^2/R
P= (2/3 volts)^2 / 480 ohm
P= 0.66^2 volts squared / 480 ohm
P= 0.0009 W
P= 0.9 mW (answer choice A) |
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