1 00:00:00,060 --> 00:00:01,859 On the bottom because I can see that you couldn't see it. 2 00:00:02,890 --> 00:00:07,480 Okay, when we first started this problem we were given Vs Is and that 3 00:00:07,480 --> 00:00:12,950 the resistances and we were asked to find all of the currents which we just did. 4 00:00:12,950 --> 00:00:16,950 Now we'd like to be able to find the power from this particular source. 5 00:00:16,950 --> 00:00:18,610 Well, how do I find power? 6 00:00:18,610 --> 00:00:23,130 Let me look in my toolbox of possible equations to use. 7 00:00:23,130 --> 00:00:25,190 Here we used Kirchoff's Law. 8 00:00:25,190 --> 00:00:29,960 And here is how we, and this is how we calculate power. 9 00:00:29,960 --> 00:00:34,310 So when I had Kirchhoff's Law I knew my current source and 10 00:00:34,310 --> 00:00:38,440 my voltage source and my resistance and I was able to calculate current. 11 00:00:38,440 --> 00:00:42,390 Now, if I want power, I need to have one of these three things. 12 00:00:42,390 --> 00:00:45,020 I need to have voltage difference in the current, or 13 00:00:45,020 --> 00:00:48,520 voltage difference in resistance, or current in resistance. 14 00:00:48,520 --> 00:00:52,840 Here I have, can I have voltage difference and current? 15 00:00:52,840 --> 00:00:57,130 I certainly have current, I've got I but I don't have voltage difference. 16 00:00:57,130 --> 00:00:59,450 So how can I get voltage difference? 17 00:00:59,450 --> 00:01:02,210 Well, there are several tools that I have for getting voltage difference. 18 00:01:02,210 --> 00:01:04,540 And this is actually the one that I'm going to use. 19 00:01:04,540 --> 00:01:07,880 If I have, oops, is that the one I want? 20 00:01:07,880 --> 00:01:11,900 Sure, voltage difference is current times resistance. 21 00:01:11,900 --> 00:01:14,180 So I have current, and I have resistance. 22 00:01:14,180 --> 00:01:17,440 Right here I have current and resistance, so I can get voltage difference. 23 00:01:17,440 --> 00:01:20,180 So watch how I'm going to solve this problem. 24 00:01:20,180 --> 00:01:25,410 I'm going to use Kirchoff's Law with my known sources to find current. 25 00:01:25,410 --> 00:01:32,340 And then I'm going to use my current and resistance to find voltage difference. 26 00:01:32,340 --> 00:01:34,817 And then, kind of here in a line, 27 00:01:34,817 --> 00:01:41,000 I'm going to use my voltage difference and my resistance to find power. 28 00:01:41,000 --> 00:01:42,550 So let's see how we do that. 29 00:01:46,083 --> 00:01:46,855 Let's flip this over. 30 00:01:48,512 --> 00:01:53,500 Okay, now I know I one, two, three, and IX. 31 00:01:53,500 --> 00:01:55,250 I also know my resistances. 32 00:01:55,250 --> 00:01:56,770 So the next thing I'm going to do. 33 00:01:56,770 --> 00:01:59,340 Remember I use my Kirchoff's Law to get those. 34 00:01:59,340 --> 00:02:02,670 Now I'm going to use Ohm's Law to find the voltage difference, and 35 00:02:02,670 --> 00:02:05,790 the voltage difference is going to be V3 here. 36 00:02:05,790 --> 00:02:09,720 So V3 is going to be I3 times R3. 37 00:02:10,810 --> 00:02:15,890 That's the same voltage difference that is across this current source, so 38 00:02:15,890 --> 00:02:22,730 if I had V current source, let's call it VS2, that would be equal to V3. 39 00:02:24,340 --> 00:02:28,170 Now, I've used my Kirchoff's Law to find my current. 40 00:02:28,170 --> 00:02:31,240 I've used my Ohm's Law to find my voltage difference. 41 00:02:31,240 --> 00:02:35,510 And now, I want to use my Power equation in order to find the power. 42 00:02:35,510 --> 00:02:40,761 So, the power is equal to VS2 times Is, 43 00:02:40,761 --> 00:02:45,245 which is equal to I3R3 times Is.