Question #23767

What resistance must be placed in parallel with a 151 Ω resistor to make the equivalent resistance 128 Ω?

Expert's answer

Let's denote the unknown resistance by R. Then according to the Ohm's law,

1/151[Ω] + 1/R[Ω] = 1/128[Ω] ==>

R[Ω] = 1/(1/128[Ω] - 1/151[Ω]) = 19328/23 Ω (≈ 840.34 Ω).

So, 19328/23 Ω resistor must be placed in parallel with a 151 Ω resistor to make the equivalent resistance 128 Ω.

1/151[Ω] + 1/R[Ω] = 1/128[Ω] ==>

R[Ω] = 1/(1/128[Ω] - 1/151[Ω]) = 19328/23 Ω (≈ 840.34 Ω).

So, 19328/23 Ω resistor must be placed in parallel with a 151 Ω resistor to make the equivalent resistance 128 Ω.

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