25. When a resistance R (ohms) and a capacitance C (farads) are connected in series with an emf E (volts), the current I (amperes) is given by the equation: dI 1 R,+-I = dt C dE dt If R = 1000 ohms, C...

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25. When a resistance R (ohms) and a capacitance C (farads) are connected in series with<br>an emf E (volts), the current I (amperes) is given by the equation:<br>dI<br>1<br>R,+-I =<br>dt<br>C<br>dE<br>dt<br>If R<br>= 1000 ohms, C = 5x10-4farad. and I =<br>10 amperes f or t = 0, find the current for<br>t = 1 second and E<br>a. 1.35 amperes<br>b. 2.35 amperes<br>с. 3.35 amperes<br>d. 4.35 amperes<br>= 100 volts.<br>

Extracted text: 25. When a resistance R (ohms) and a capacitance C (farads) are connected in series with an emf E (volts), the current I (amperes) is given by the equation: dI 1 R,+-I = dt C dE dt If R = 1000 ohms, C = 5x10-4farad. and I = 10 amperes f or t = 0, find the current for t = 1 second and E a. 1.35 amperes b. 2.35 amperes с. 3.35 amperes d. 4.35 amperes = 100 volts.

Jun 11, 2022

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25. When a resistance R (ohms) and a capacitance C (farads) are connected in series with an emf E (volts), the current I (amperes) is given by the equation: dI 1 R,+-I = dt C dE dt If R = 1000 ohms, C...

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