00:01
In this question, first let us solve the total apparent power.
00:04
So total apparent, so total apparent power is given by total load divided by power factor.
00:16
So this is equal to, so total load is given as 2500 kilowatt divided by 1.
00:22
Therefore, total apparent power is 2500 kva.
00:26
Then we have to calculate the apparent power of motor load.
00:32
So motor load, it is given by the formula.
00:37
So it is given by motor load divided by power factor, which is equal to, so this is equal to, it is 4000 kva divided by 0 .707.
00:55
So apparent power of the motor load is 4000, so 5657, so 5657 .3 kva.
01:05
Then we have to calculate the, so we have to calculate the apparent power of loaded alternator, alternator.
01:15
So this is given by the formula.
01:17
It is the, so it is the loaded alternator divided by power factor.
01:25
So this is on substitution.
01:26
It is equal to 4000 divided by 0 .8, which is equal to 5000 kva.
01:33
Then we have to calculate the apparent power of the another alternator, alternator 2.
01:43
So this is given by alternator 2.
01:46
So this is given by total apparent power minus motor apparent power minus apparent power of the loaded alternator, that is loaded alternator apparent power.
01:59
So this is equal to, it is 2500 minus 5657 .3 minus 5000.
02:08
So apparent power of the another alternator is equal to minus 8157 .3 kva.
02:16
So negative sign indicates that loaded alternator's power is leading.
02:21
So it is leading.
02:23
Therefore, so we can calculate the power factor of the other alternator, power factor of other alternator.
02:33
So it is given by the formula.
02:37
It is loaded alternate...