In the power law, which expression can replace the variable E?

I/R

I × R

In the context of the power law, the expression that can replace the variable E is the product of current (I) and resistance (R). This is based on the relationship defined by Ohm's Law, where E represents voltage or electric potential. According to Ohm's Law, the voltage (E) across a conductor is directly proportional to the current (I) flowing through it and the resistance (R) of that conductor.

Mathematically, this relationship is represented as:

E = I × R

This formula highlights how voltage arises as a result of the current passing through a resistance. When you increase the current or the resistance, the voltage will consequently increase, reflecting the direct proportionality described by the power law in relation to electric circuits.

Other expressions, while they contain the components of Ohm's Law, do not accurately represent the relationship where voltage is derived directly from current and resistance. Thus, the correct expression that replaces E in the context of the power law is indeed I × R.

E/R

E × R

Want more questions?

All options are one-time payments.

$12.50

30 day premium pass

All the basics to get you started

  • Ad-free experience
  • View your previous attempt history
  • Mobile app access
  • In-depth explanations
  • 30 day premium pass access
$30.00 $87.50 usd

6 month DELUXE pass (most popular)

Everything with the 30 day premium pass FOR 6 MONTHS! & the ultimate digital PDF study guide (BONUS)

  • Everything included in the premium pass
  • $87.50 usd value for $30.00! You save $57.50!
  • + Access to the ultimate digital PDF study guide
  • + 6 months of premium pass access
  • + Priority support
$12.50 $18.99

Ultimate digital PDF study guide

For those that prefer a more traditional form of learning

  • Available for instant download
  • Available offline
  • Hundreds of practice multiple choice questions
  • Comprehensive content
  • Detailed explanations
Image Description
Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy