For the first question, a better answer is: "Resistance in Parallel Circuits

In summary, the conversation discusses two questions - one about the resistance of parallel circuits and another about current generated in a video game. The answer to the first question is that if two legs of a parallel circuit have similar currents, then their resistances are likely to be similar as well. The second question involves using the formula I=V/R to find the current generated in the video game, with a possible alternative method of using conductance (G=1/R=I/V). The person also mentions using Wikipedia for more information.
  • #1
stickplot
85
0
ok this is a simple question and i have the idea but just not 100% sure
If two legs of a parallel circuit have about the same about amount of current, what can you say about the resistance of each of these legs?

My answer is that both legs most probable have the same object, there resistance would be very alike

any corrections?

Another question was


Paul’s Super Marco video game uses batteries that produce 3 V. If the circuitry produces a resistance of 15 Ω, how much current is generated in the game?

I came up with
I=v/r
I=3/15
.2=3/15
.2 current generated in game
but...
on the rubric for the question it says
Reversing Ohms and Volts in formula (15/3)=10 points
im not quite sure what they mean by that any help would be great
Thanks!
 
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  • #2
Look at using conductance (G). G=1/R=I/V. Also, Wikipedia is a good place to find general information.
 
  • #3



Your answer for the first question is partially correct. In a parallel circuit, the resistance of each leg is different but the total current is divided between them. So, in this case, both legs may have the same current, but their resistance values would not be exactly the same.

For the second question, your answer is correct. The formula I=V/R is used to calculate current in a circuit. However, the rubric may be referring to reversing the formula to solve for resistance instead. So, it would look like R=V/I. This may just be a different way to approach the problem, but your answer is still correct.
 

FAQ: For the first question, a better answer is: "Resistance in Parallel Circuits

What is resistance in parallel circuits?

Resistance in parallel circuits refers to the total opposition to current flow in a circuit that has multiple paths for the current to travel through. In parallel circuits, the individual resistances are connected side by side, allowing for multiple paths for the current to flow through. The total resistance in a parallel circuit is less than the individual resistances due to the branching paths.

How is resistance calculated in a parallel circuit?

The total resistance in a parallel circuit can be calculated using the formula: 1/Rt = 1/R1 + 1/R2 + 1/R3 + ... + 1/Rn. This formula takes into account the inverse relationship between resistance and current. Alternatively, the total resistance can be calculated by finding the sum of the reciprocals of all individual resistances and then taking the reciprocal of that sum.

What is the effect of adding more resistors in parallel?

Adding more resistors in parallel decreases the total resistance in the circuit. This is because the additional resistors provide more paths for the current to flow through, resulting in a decrease in the overall resistance. As more resistors are added, the total resistance approaches zero, but never reaches it.

How does voltage behave in a parallel circuit?

Voltage remains constant across each branch in a parallel circuit. This means that the voltage across each resistor connected in parallel is the same as the voltage across the entire circuit. This is because in a parallel circuit, the voltage source is connected to each branch individually, creating a parallel connection.

What are the advantages and disadvantages of parallel circuits?

The main advantage of parallel circuits is that if one component fails, the others will still function. Additionally, parallel circuits allow for more current to flow through the circuit, making them ideal for high-power devices. However, parallel circuits also require more complex wiring and may be more expensive to set up compared to series circuits.

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