Question: fLet's draw the proper labelled Circuit diagram first V = 60V -total Itotal R , I , ( Junction ) Is WV N Iz R2

 \fLet's draw the proper labelled Circuit diagram first V = 60V-total Itotal R , I , ( Junction ) Is WV NIz R2 Total voltage applied to the circuit ( V ) =60 V Total Current flowing through the circuit = Itoty Current flowingthrough ( RI) = I, Current flowing through ( R 2 )= I 2 Current flowing Through ( R3) = I3 Current flowingthrough ( RA) = IA Equivalent resistance of the circuit = Reg
R, = 18 R I = 0130 A R, = unknown V.= unknown R2 = 30 1 V , = unknown Rg =20 2 R2 = unknown.Let's Calculate the total current flowing in thecircuit . in this step For this we need to Calculate Ifirst. R, and RX are in parallel Combination for parallel Combination ,the voltage drop across resistances is same. for parallel Ry and RAwe have , V V w 4 I, Ro= IgRA ... (

\fLet's draw the proper labelled Circuit diagram first V = 60V -total Itotal R , I , ( Junction ) Is WV N Iz R2 Total voltage applied to the circuit ( V ) = 60 V Total Current flowing through the circuit = Itoty Current flowing through ( RI) = I, Current flowing through ( R 2 ) = I 2 Current flowing Through ( R3) = I3 Current flowing through ( RA) = IA Equivalent resistance of the circuit = Reg R, = 18 R I = 0130 A R, = unknown V. = unknown R2 = 30 1 V , = unknown Rg = 20 2 R2 = unknown.Let's Calculate the total current flowing in the circuit . in this step For this we need to Calculate I first. R, and RX are in parallel Combination for parallel Combination , the voltage drop across resistances is same. for parallel Ry and RA we have , V V w 4 I, Ro= IgRA ... ( By using ohm's law V=IR) I = R3 0'30 X 20 A 30 ". I, = 0.20 A ..... By applying Kirchoff's Current law at junction we can write following equation , Itotal If = 0120 A + 0130 A Itof = 0.50 A... . Total Current flowing in the circuit is o.SoALet's find the equivalent resistance of the given circuit in this step Re = R , + R 2 + Rx+ . . . . Where , Ran is the total resistance of parallel connection of R3 and R4 . = + R3A RX .. ( for parallel Combination) + 20 R 2 30 20+30 30X 20 R34 30 X 20 R3q = 20 + 30 :. Rza = 12 2 . Substitute the above value of Rag and R, in :. Reg= = 18+ Rx+ 12 V :. Reg = 30 + R 2The ohm's law for total circuit Can be written as following; V = I Reg V total ". Where, V = 60 V 0 . 50 A ..... (from (D) ) total Reg = 30 + R2 .. substitute all of these values in (v V= I, Reg total 0 . 5 x ( 30 + R 2 ) 60 :. 30 + R, = 0-5 30 + R, = 120 R = 120- 30 2 R , = go 2 R 2 = go 2The ohm's law for " R 2 Can be Written as follows, V, = I, R2 ..... vi As we Can see from the circuit; the Ry is connected in series with the battery of Gov. therefore the Current flowing through the "R2 is nothing but The total Current of the circuit . :. I = total . . . Vii . Substitute vii in vi V . = Ito R 2 0 . 50 X 90 V :. V = 45 v 2 = 45 VThe ohm's law for R . Can be written as follows; V. = I, RI ..... vini As we Can see from the circuit ; the " R" is Connected in series with the battery of 60 V, therefore the Current flowing through the " R . " is nothing but the total Current of the circuit . :. I = Itotal. IX Substitute ix in Vini Itotal R, V = 0 . 5 0 x 1 8 V V = 9 V V = gV

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