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Answer to Question #78800 in Differential Equations for vishi
Question #78800
Charging characteristics for a series capacitive circuit is:
Vc=〖V(1-e〗^(-(t/T))), where T=CR
time is constant
Capacitor C= 100nF
Reisistor R=47kΩ
Supply Voltage, V= 5 Volts
1. Determine the value of (t) when vc =4.15 volts.
2. Differentiate the charging equation and find the rate of change of voltage at 6 ms
Vc=〖V(1-e〗^(-(t/T))), where T=CR
time is constant
Capacitor C= 100nF
Reisistor R=47kΩ
Supply Voltage, V= 5 Volts
1. Determine the value of (t) when vc =4.15 volts.
2. Differentiate the charging equation and find the rate of change of voltage at 6 ms
Expert's answer
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Comments
Dear vishi The solution contains all necessary steps. Thank you for correcting us.
hi i have seen your your working out it looks like you have missed some steps at first question. when i put this numbers in the calculator it shows some thing else. i was hoping if you can show me the full working pls. i also noticed that your substitution of value is wrong for example it should be vc/ v but you did as v/vc
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