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Resistances of Two Parallel Resistors With 10V Supply, 3A in One, 50W Total Power?

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  • #1 21662360
    Richard Bosanquet
    Anonymous  
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  • #2 21662361
    Yun Siong Leong
    Anonymous  
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  • #3 21662362
    BHARADWAJ ACHARYA
    Anonymous  
  • #4 21662363
    Otto Sponring
    Anonymous  
  • #5 21662364
    Frank Bushnell
    Anonymous  
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  • #6 21662365
    Yun Siong Leong
    Anonymous  
  • #7 21662366
    BHARADWAJ ACHARYA
    Anonymous  
  • #8 21662367
    Richard Bosanquet
    Anonymous  
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  • #9 21662368
    Frank Bushnell
    Anonymous  
  • #10 21662369
    Richard Bosanquet
    Anonymous  

Topic summary

The discussion addresses calculating the resistances of two parallel resistors supplied with 10 V DC, where the total power dissipation is 50 W and one resistor carries 3 A current. The correct approach involves using the power formula P = V² / R to find resistance values. Given one resistor current (I₁ = 3 A), its resistance is R₁ = V / I₁ = 10 V / 3 A ≈ 3.33 Ω. The total current is I_total = P / V = 50 W / 10 V = 5 A, so the second resistor current is I₂ = 2 A, yielding R₂ = V / I₂ = 10 V / 2 A = 5 Ω. The equivalent resistance R_eq of the parallel combination is R_eq = (R₁ * R₂) / (R₁ + R₂). The discussion also clarifies common misconceptions about power formulas, emphasizing the correct use of P = V² / R rather than P = V * R. Additional resources for learning electronics fundamentals were shared to support independent study.
Summary generated by the language model.
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