Calculating Total Resistance in a Circuit - Tips and Tricks

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To calculate the total resistance in a circuit with resistors in series and parallel, it's essential to identify their configuration. The circuit includes resistors of 25k, 15k, 50k, 40k, and 20k Ohms, with the 50k Ohm resistor in parallel with the 40k and 20k Ohm resistors. A clear description of the circuit connections can help in understanding the arrangement without needing a visual aid. The total resistance can be calculated using the formulas for series and parallel resistors. Providing a diagram or a detailed description of the connections can enhance clarity in such discussions.
evanbarwise
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I'm wondering how to work out total resitance of a curcuit. The curcuit is made up of Kilo ohms.

25k Ohms
15k Ohms
50k Ohms
40k Ohms
20k Ohms

+ 10 V
 
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evanbarwise said:
I'm wondering how to work out total resitance of a curcuit. The curcuit is made up of Kilo ohms.

25k Ohms
15k Ohms
50k Ohms
40k Ohms
20k Ohms

+ 10 V


I forgot to add that 50k Ohms is parallel to 40k and 20k Ohms.
 
it IS actually possible to give description of a circuit in such a way that we don't need
a picture, but you need to work a bit harder to make it unambiguous.
Something like:

The positive terminal of the battery is connected to termial 1 of R1
Terminal 2 of R1 is connected to terminal 1 of R2
Terminal 2 of R2 is conected to terminal 1 of R3 and terminal 1 of R4
etc.
R1 = 25kOhm, R2=15kOhm etc.

Or you can post or link to a picture

(or post or include a picture)
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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