00:02
Here, from the given figure, we can see that here two resistors r and r are in series.
00:13
Therefore, their effective resistance r dash will be equal to r plus r.
00:21
So this turns out to be 2r.
00:24
Now we can see that this 2r effective resistance and the other resistor are, are in pair, connection so here the net value of resistance will be equal to 2r into r divided by 2r plus r so this turns out to be 2 by 3 times r so this is the net value of resistance here now we are moving on to the a part here by home slow we can see that by equation voltage v is equal to current into the resistance.
01:10
Here it will be the net value of resistance.
01:13
Or we can see that here the net value of resistance will be equal to the voltage divided by current.
01:19
So this is equal to voltage is 24 volt divided by current is 0 .16 amher.
01:26
So this turns out to be 150.
01:31
Already we know that r net is equal to 2 by 3 times r.
01:34
Let this be equation number 1 and now we have obtained r net is equal to 150 om let this be equation number 2 so equation number 1 and equation number 2 implies that 2 by 3 times r is equal to 150 om or the resistance value r that is the resistance of each resistor will be equal to upon solving we will get the value to be 225 om so this is the answer of resistance value of each resistor here...