Which of the following statements does not represent ohm's law?

= constant

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= constant

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Potential difference = Current Resistance

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Current = Resistance Potential difference

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Solution

The correct option is D
Current = Resistance Potential difference

$\frac{V}{I}$ = constant (R)
$\frac{I}{V}$ = constant $\frac{1}{R}$ and
V = IR
Hence, (D) is not correct.

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Similar questions

Which of the following statements does not represent ohm's law?and how?
A) Current / Potential Difference = Constant
B) Potential Difference / Current = Constant
C) Potential Difference = Current x Resistance
D) Current = Resistance x Potential Difference

Q. Keeping the potential difference constant, the resistance of a circuit is halved. By how much does the current change?

Q. Ohm's law gives a relationship between:

(a) current and resistance
(b) resistance and potential difference
(c) potential difference and electric charge
(d) current and potential difference

Which of the following expressions represent(s) the electrical power in a circuit?
(V - Potential difference, I - current and R - Resistance)

Q. Keeping the resistance constant, the potential difference applied across the ends of a component is halved. By how much does the current change?

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Which of the following statements does not represent ohm's law?

The correct option is D Current = Resistance Potential difference VI = constant (R) IV = constant 1R and V = IR Hence, (D) is not correct.

The correct option is D
Current = Resistance Potential difference

$\frac{V}{I}$ = constant (R)
$\frac{I}{V}$ = constant $\frac{1}{R}$ and
V = IR
Hence, (D) is not correct.