Which expression correctly represents energy in joules when power is in watts and time is in seconds?

Alberta Grade 9 Science Test: Master your knowledge with our comprehensive practice resources. Featuring engaging flashcards and detailed multiple-choice questions with explanations, get ready to succeed!

Multiple Choice

Which expression correctly represents energy in joules when power is in watts and time is in seconds?

Explanation:
Power tells us how much energy is used each second, so energy is found by multiplying power by the time the device runs. Since a watt is a joule per second, the energy in joules equals power in watts times time in seconds: E = P × t. For example, at 60 watts for 5 seconds, energy is 60 × 5 = 300 joules. The other forms don’t match how energy, power, and time relate: dividing time by power would give a unit that isn’t joules, dividing power by time isn’t energy, and multiplying power by energy would mix units in a way that doesn’t represent energy.

Power tells us how much energy is used each second, so energy is found by multiplying power by the time the device runs. Since a watt is a joule per second, the energy in joules equals power in watts times time in seconds: E = P × t. For example, at 60 watts for 5 seconds, energy is 60 × 5 = 300 joules. The other forms don’t match how energy, power, and time relate: dividing time by power would give a unit that isn’t joules, dividing power by time isn’t energy, and multiplying power by energy would mix units in a way that doesn’t represent energy.

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