What is the answer key doing in this circuit

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In summary: OKay I am back and I realize I cannot apply Kirchhoff's Method unless I really do break it up into equivalent resistors...The three resistors in the inset part of the circuit (between a and b) are not all in parallel; One of them has a series voltage source.
  • #1
flyingpig
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Homework Statement



http://img546.imageshack.us/img546/8831/circuitproblem.th.png

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Solutions

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The Attempt at a Solution



Now I want to tackle this problem in two ways

(1) Add the net resistance and do what I normally do.

(2) Make my life difficult and apply Kirchhoff's rule

I will begin with (1)

Now the answer key seem to have just ignored one of the resistors because I don't understand what happened to the other 5.0Ω resistor

So I added the two 10Ω and one 5Ω resistor in parallel and I got 2.5Ω

Then I added up the resistors in series and I got 27.5Ω

Then I simply did 25V/27.5Ω = 0.909A

Then the current through the 20Ω must be 0.909A since we are in series and we only got one battery

For part (2), I will continue in the next post, but I have class right now so I'll type it out later because it looks ridiculously difficult right now lol so I apologize
 
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  • #2
OKay I am back and I realize I cannot apply Kirchhoff's Method unless I really do break it up into equivalent resistors...
 
  • #3
The three resistors in the inset part of the circuit (between a and b) are not all in parallel; One of them has a series voltage source.

What you could do is convert the voltage source and its series resistor into its Norton equivalent, then all three resistances would be in parallel with the resulting current source and can then be combined into a single resistance. You would then have the option of converting back to a voltage source (Thevenin) yielding a single series loop, or just addressing the resulting current divider directly.
 
  • #4
You better elaborate on those fancy words...LOl
 
  • #5
flyingpig said:

Homework Statement



http://img546.imageshack.us/img546/8831/circuitproblem.th.png

Uploaded with ImageShack.us

Solutions

http://img855.imageshack.us/img855/9171/solutioncircuit.th.png

Uploaded with ImageShack.us

The Attempt at a Solution



Now I want to tackle this problem in two ways

(1) Add the net resistance and do what I normally do.

(2) Make my life difficult and apply Kirchhoff's rule

I will begin with (1)

Now the answer key seem to have just ignored one of the resistors because I don't understand what happened to the other 5.0Ω resistor
No, they included it.

20Ω & 5Ω are in series → 25Ω.

That 25Ω is in parallel with 5Ω & 10Ω → (50/17)Ω ≈ 2.94Ω.
So I added the two 10Ω and one 5Ω resistor in parallel and I got 2.5Ω

Then I added up the resistors in series and I got 27.5Ω

Then I simply did 25V/27.5Ω = 0.909A

Then the current through the 20Ω must be 0.909A since we are in series and we only got one battery

For part (2), I will continue in the next post, but I have class right now so I'll type it out later because it looks ridiculously difficult right now lol so I apologize
 
Last edited by a moderator:

FAQ: What is the answer key doing in this circuit

What is an answer key in a circuit?

An answer key in a circuit is a set of instructions or a code that controls the flow of electricity in the circuit. It is often referred to as a switch or a control mechanism.

How does the answer key function in a circuit?

The answer key acts as a gatekeeper in the circuit, allowing or blocking the flow of electricity as needed. When the key is on, the circuit is complete and electricity can flow through. When the key is off, the circuit is broken and electricity cannot flow through.

What happens if the answer key is missing in a circuit?

If the answer key is missing or not functioning properly, the circuit will not work. This is because the key acts as a control mechanism for the flow of electricity. Without it, the circuit is not able to complete the necessary connections for electricity to flow through.

Are there different types of answer keys in circuits?

Yes, there are different types of answer keys in circuits. Some common types include toggle switches, push-button switches, and rotary switches. Each type has its own unique function and method of controlling the flow of electricity.

Can the answer key be replaced in a circuit?

Yes, the answer key can be replaced in a circuit if it is not functioning properly or if a different type of key is needed. It is important to make sure that the replacement key is compatible with the circuit and has the same function as the original key.

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