properly if because of the fact that i'm no longer able to work out if the resistors are in parallel or in sequence i'm no longer able to ascertain the equivalent resistance. however the time consistent equals R*C. So im going to bypass on a limb and say that R1 and R2 are in parallel. So the Req = 1073.seventy one ohms. then you certainly multiply that with the fee for C that's a million.7 micro Farads providing you with (1073.a million)(a million.7*10^-6) =.001825
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Verified answer
at t =0, the current is 100v/10k or 10mA
voltage on a cap, charging
v = v₀[1-e^(-t/RC)]
v = 100[1-e^(-t/1e-1)]
v = 100[1-e^(-10t]
current is (100–v)/10k
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properly if because of the fact that i'm no longer able to work out if the resistors are in parallel or in sequence i'm no longer able to ascertain the equivalent resistance. however the time consistent equals R*C. So im going to bypass on a limb and say that R1 and R2 are in parallel. So the Req = 1073.seventy one ohms. then you certainly multiply that with the fee for C that's a million.7 micro Farads providing you with (1073.a million)(a million.7*10^-6) =.001825
Agree with Billruss....
At t=0 the capacitor has no charge on it so no voltage across it.
In this case all the voltage (100V) is across the resistor and
current =V/R
When fully charged all the voltage is across the capacitor and none across the resistor.