What is the flash wattage for a camera flash with a 765 µF capacitor at 345 V?

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Homework Help Overview

The discussion revolves around calculating the flash wattage for a camera flash that utilizes a 765 µF capacitor charged to 345 V. Participants are exploring the relationship between energy stored in the capacitor and the power output during the flash duration.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the formula for energy stored in a capacitor and its application to determine the energy used for the flash. There are questions about how to calculate the effective power based on energy and time, with some suggesting to calculate the energy difference before and after the flash.

Discussion Status

The discussion is active, with participants offering various approaches to calculate the power. Some have expressed understanding of the relationship between energy and time, while others are still clarifying how to determine the energy before and after the flash.

Contextual Notes

There is a focus on understanding the definitions of energy and power, as well as the implications of the capacitor's energy before and after the flash. Participants are navigating the constraints of the problem without explicit consensus on the methodology.

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The electronic flash attachment for a camera contains a capacitor for storing the energy used to produce the flash. In one such unit, the potential difference between the plates of a 765 µF capacitor is 345 V.

(a) Determine the energy that is used to produce the flash in this unit.

Using the formula:
Energy = .5C(V^2) i found the energy to be 45.527 J

(b) Assuming that the flash lasts for 5.0 10-3 s, find the effective power or "wattage" of the flash.


I can not find a formula to convert the given information into wattage however.
 
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i'd calculate the energy difference on the capacitor (before and after the flash) and divide it by the time of the flash...
 
The defenition of power is the change in energy per unit time. Can you do the problem now?
 
how do i know what the energy is before and after the flash? Would it be that energy before then 0 after?
 
ok, i undersstand know. I take the energy I found and simply divide it by the time passed. Thank you.
 

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