00:01
For this question, solution here is, for the condition first, t is equal to 0 and i of l 0 plus is equal to 0.
00:14
So let assume only u of t multiplied to which is here i base l infinity is equal to 1 divided by 8 and here.
00:31
Now load current at t is equal to 1 divided by 8 multiplied to 1 minus e raise to minus t divided by r.
00:46
So here it is equal to 1 divided by 8 multiplied to 1 minus e raise to minus t divided by l divided by r.
00:57
So here by further solving, here we get tau is equal to l divided by r which is equal to 0 .975.
01:10
Now by further solving here we get i base l of t is equal to 1 divided by 8 multiplied to 1 minus e raise to minus t divided by 0 .975.
01:28
This is the equation number 1.
01:31
Now here i base l of z is equal to 0 .1089 ampere.
01:39
So at t is equal to infinity, here we get i base l infinity is 1 divided by 8 plus 2 divided by 5...