Key: After a very long time, the circuit behaves as if it were this: to claim the answers are = 2.8 = 0.56 = 2.24 and to check I’m going I10 I20 I5 I’m going A, A, A, them. on this page, because you need a key to check your circuit answers, which means You’re here that you do Kirchhoff Law checks on your own. Therefore, all going to find on this don’t you’re page is the active process of the Kirchhoff Law checking of answers that you are supposed to be doing on your own anyway. If = 2.8 = 0.56 = 2.24 are all I10 I5 I20 correct, they’ll satisfy: A, A, A I10 = I5 + I20 K1 42 = + K2 ΔV10 ΔV5 V 42 = + K2 ΔV10 ΔV20 V = A redundant statement of K2 ΔV5 ΔV20 for these checks and know how to express them in terms of Anyone who doesn’t look ΔV ‘s basic definitions. Anyone who that is replaced by (10 doesn’t know doesn’t know ΔV10 Ω)I10 Anyone who wants simplicity is aware of all of those basic facts and doesn’t know Ohm’s Law. has the habit for writing them clearly. These people do so, because they know that 100% perfection is attainable and is the only standard in solving a circuit. Partially correct is garbage,
Key: After a very long time, the circuit behaves as if it were this: I’m going to claim the answers are I10 = 2.8 A, I20 = 0.56 A, I5 = 2.24 A, and I’m going to check them. You’re here on this page, because you need a key to check your circuit answers, which means that you don’t do Kirchhoff Law checks on your own. Therefore, all you’re going to find on this page is the active process of the Kirchhoff Law checking of answers that you are supposed to be doing on your own anyway. If I10 = 2.8 A, I5 = 0.56 A, I20 = 2.24 A are all correct, they’ll satisfy: I10 = I5 + I20 K1 42 V = ΔV10 + ΔV5 K2 42 V = ΔV10 + ΔV20 K2 ΔV5 = ΔV20 A redundant statement of K2 Anyone who doesn’t look for these checks and know how to express them in terms of ΔV ‘s doesn’t know basic definitions. Anyone who doesn’t know that ΔV10 is replaced by (10 Ω)I10 doesn’t know Ohm’s Law. Anyone who wants simplicity is aware of all of those basic facts and has the habit for writing them clearly. These people do so, because they know that 100% perfection is attainable and is the only standard in solving a circuit. Partially correct is garbage,