The duration of a photographic flash is related to the RC' time constant of the circuit that powers it. For a certain camera the time constant is t= 0.055 µs and the resistance of the flash lamp is R1 = 0.055 Q. Find the capacitance of the capacitor supplying the energy for the flash. Give your answer in µF. Suppose that the camera is modified to use a resistor with a resistance of R, = 795 kN instead. If the capacitor is unchanged, what will the new time constant be in seconds?

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The duration of a photographic flash is related to the RC time constant of the circuit that powers it. For a certain camera, the time constant is \( \tau = 0.055 \, \mu s \) and the resistance of the flash lamp is \( R_1 = 0.055 \, \Omega \).

Find the capacitance of the capacitor supplying the energy for the flash. Give your answer in \(\mu F\).

Suppose that the camera is modified to use a resistor with a resistance of \( R_2 = 795 \, k\Omega \) instead. If the capacitor is unchanged, what will the new time constant be in seconds?

\[
\tau = 
\]
Transcribed Image Text:The duration of a photographic flash is related to the RC time constant of the circuit that powers it. For a certain camera, the time constant is \( \tau = 0.055 \, \mu s \) and the resistance of the flash lamp is \( R_1 = 0.055 \, \Omega \). Find the capacitance of the capacitor supplying the energy for the flash. Give your answer in \(\mu F\). Suppose that the camera is modified to use a resistor with a resistance of \( R_2 = 795 \, k\Omega \) instead. If the capacitor is unchanged, what will the new time constant be in seconds? \[ \tau = \]
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