Is it OK to write the resistance in parallel like this?

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SUMMARY

The discussion confirms that it is acceptable to express the equation for resistance in parallel using the formula for the reciprocal of the sum of the reciprocals. Participants emphasize the utility of pocket calculators for this calculation, particularly since the 1970s, and highlight the importance of ensuring that the total resistance is always less than the smallest resistor in the network. Additionally, the same formula applies to inductors, while capacitors require a different approach.

PREREQUISITES
  • Understanding of electrical resistance and Ohm's Law
  • Familiarity with parallel resistor configurations
  • Basic knowledge of inductors and capacitors
  • Experience using scientific calculators for electrical calculations
NEXT STEPS
  • Research the formula for calculating total resistance in parallel circuits
  • Learn about the differences in calculations for inductors and capacitors
  • Explore advanced calculator functions for electrical engineering
  • Study the implications of resistance in complex networks
USEFUL FOR

Electronics students, electrical engineers, and hobbyists interested in circuit design and analysis will benefit from this discussion.

TBert
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I am creating an equations sheet for electronics forumlas and am wondering if it is OK to write the equation for resistance in parallel like this:
33bnUFo.png
 
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TBert said:
I am creating an equations sheet for electronics forumlas and am wondering if it is OK to write the equation for resistance in parallel like this: View attachment 197492
Yes.
 
My memory rhyme was always "Reciprocal of the sum of the reciprocals"
which when pocket calculators came along in 1970's became quite handy.

Enter R,, press 1/x, press M+, repeat until all R's accounted for, press Recall Memory, press 1/x .

That's one place where a pocket calculator really outdoes a slide rule .

Your formula is much more elegant. Just make sure there's not a R0 !

have fun,.

old jim
 
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A bit off track but in // r's the total network R should always be smaller than the smallest resistor in ohms.

Also, a network has no P/S whereas a circuit has a power supply.

And again what Jimbo said... R total = the sum of the reciprocals, reciprocated. You can use the same formula for inductors as well, whereas capacitors you treat opposite.
 

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