which statement describes the relationship of resistance and current?\no resistance is directly proportional…

which statement describes the relationship of resistance and current?\no resistance is directly proportional to current because $r = \\frac{v}{i}$.\no resistance is inversely proportional to current because $r = \\frac{v}{i}$.\no resistance is directly proportional to current because $r = vi$.\no resistance is inversely proportional to current because $r = vi$.

which statement describes the relationship of resistance and current?\no resistance is directly proportional to current because $r = \\frac{v}{i}$.\no resistance is inversely proportional to current because $r = \\frac{v}{i}$.\no resistance is directly proportional to current because $r = vi$.\no resistance is inversely proportional to current because $r = vi$.

Answer

Answer:

B. Resistance is inversely proportional to current because $R=\frac{V}{I}$

Explanation:

Step1: Recall Ohm's Law

$R = \frac{V}{I}$, where $R$ is resistance, $V$ is voltage, and $I$ is current.

Step2: Analyze proportionality

When $V$ is constant, if $I$ increases, $R$ decreases and vice - versa. So $R$ and $I$ are inversely proportional.