Complex Power Q: Solved w/ My Friend & I

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The discussion focuses on understanding complex power in electrical systems, specifically how it relates to active, reactive, and apparent power. Participants express confusion about calculating complex power despite grasping real power concepts. The relationship between these powers is illustrated using a right-angle triangle, where active power is on the base, reactive power on the altitude, and complex power as the hypotenuse. The power factor angle is also mentioned, highlighting the formula P = S.cos Φ. A clear explanation of these concepts is sought to aid comprehension.
A.J.710
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Homework Statement


Screen Shot 2015-02-14 at 5.16.52 PM.png


[moderator note: Image inserted to be visible in problem statement]

Homework Equations

The Attempt at a Solution


My friend and I are trying to figure out how this works. This is the questions and the solution manual. We understand where the real power comes from but not at all how to get the complex. If anyone could give a brief explanation, that would be great. Preferably A because that's where we started and just cannot get the complex part at all.[/B]
 
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Active, reactive, and apparent power. It's well explained on Wikipedia.

They form a right-angle triangle: active or real power on the base, reactive power on the altitude, and complex power forms the hypotenuse. One of the angles is the power factor angle such that P = S.cos Φ
 

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