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Amin? Amin? Perfect. Of that charge Q, i.e. each charge has its own field, just like the earth has a field and the moon has a field. 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You know this story. Mars has a field. Every planet or every object has a field. And each object has its own electric field. It has its own field. Within a region surrounding it. Of course, it is impossible for this to be a cargo ship. Where is its field? By God, its field is in Nablus. Around it. 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Okay, girls, is there anyone who has seen the field of gravity? Yes. Anyone who has seen it? No. No one has seen it. And no one has seen this electric field. But scientists agreed on how to represent it later. We will talk about it in detail later. They represent it to be able to draw it. But in the end, did scientists see it? No one saw it. It is a field. This is logical. This is a field. This is it. 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Give me the force on it, then divide it by Q0. This is the electrical field. Okay? So, the electrical field brings the force to the deep thing where you do the test, and then you get it. So, I want to get ... Okay, I got this charge Q1, this charge Q2. Can a Coulomb's law bring the force to Q2 or not? To Q0, which is Q2? 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What is the definition of the electric field at a point? It is the electric force that affects a charge with a volume of one kilogram placed at the point. 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Is it correct or not? Good. This is the first information. 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And we agree that there are many physical quantities, because they are confined between scientists who do not care to give them their own unit. But when it becomes a task for the general public, they make it easy for them. Because not all of them have physics or engineering. 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He told me that this law is a unit vector. Where does it go? We multiply this with this. This is four times this, this is one, this is one. But this is the direction. Okay. It changes the magnitude. It changes the equation. I don't want to use it too much. He told me that it changes the magnitude. I told him that you can do this and do that. Who told me not to do this? One. 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So Q0 is positive. So how do I learn direction, girls? By drawing. By drawing. Do you remember how I drew the force? This is the same process. So what do I need to use? Two notes. The two notes are these. It should be noted that if the charge, the field is not the field of Q, then it is exclusive to Q. 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No, you can be stiff. She said let me try to be stiff. What's wrong with you, you know? You are attracted. It means that the field will be reflected. Okay, I want to notice. This is red. Can you tell me the lines of the field out of the cube? Absolutely. Out of the cube. Because it's a curve. How is it directed? Like this. 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Okay, we brought it blue. Everything happened. So I want to determine the direction of the field based on these two observations. Okay. 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Without analysis, I analyze them. Okay. And the magnitude, we learned about it. Okay. 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Is there a difference between them? Good. In today's lecture, I say F is a condition Q is equal to E is a condition. What does it belong to? It belongs to Q, right? Okay. I want E to belong to Q. I have this point. This is point B. Then I put a condition Q on it. 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Is there a difference? So, F on Q condition is equal to Q condition and there is E of Q condition. It becomes KQQ condition. Does it make any difference? It is the same rule. So, instead of getting F from the first column rule, get E, then multiply by Q condition.", "tokens": [29020, 2554, 30, 1119, 456, 257, 2649, 30, 407, 11, 479, 322, 1249, 4188, 307, 2681, 281, 1249, 4188, 293, 456, 307, 462, 295, 1249, 4188, 13, 467, 3643, 591, 48, 48, 4188, 13, 4402, 309, 652, 604, 2649, 30, 467, 307, 264, 912, 4978, 13, 407, 11, 2602, 295, 1242, 479, 490, 264, 700, 7738, 4978, 11, 483, 462, 11, 550, 12972, 538, 1249, 4188, 13], "avg_logprob": -0.6576286966309828, "compression_ratio": 1.644578313253012, "no_speech_prob": 1.7881393432617188e-06, "words": [{"start": 1254.2200000000003, "end": 1254.8200000000002, "word": "Correct?", "probability": 0.5252685546875}, {"start": 1254.8200000000002, "end": 1255.42, "word": " Is", "probability": 0.40673828125}, {"start": 1255.42, "end": 1255.48, "word": " there", "probability": 0.8935546875}, {"start": 1255.48, "end": 1255.52, "word": " a", "probability": 0.5732421875}, {"start": 1255.52, "end": 1255.7, "word": " difference?", 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It's like you're bringing me a new way and you're going to learn it better than the first way. Okay? Look, this is a quick quiz. That's why I always tell you to speak Arabic or Chinese. And you say, yes, Arabic. Look, Arabic or Chinese. Okay?", "tokens": [8297, 30, 467, 311, 411, 291, 434, 5062, 385, 257, 777, 636, 293, 291, 434, 516, 281, 1466, 309, 1101, 813, 264, 700, 636, 13, 1033, 30, 2053, 11, 341, 307, 257, 1702, 15450, 13, 663, 311, 983, 286, 1009, 980, 291, 281, 1710, 19938, 420, 4649, 13, 400, 291, 584, 11, 2086, 11, 19938, 13, 2053, 11, 19938, 420, 4649, 13, 1033, 30], "avg_logprob": -0.4658653846153846, "compression_ratio": 1.503030303030303, "no_speech_prob": 1.6093254089355469e-06, "words": [{"start": 1280.7, "end": 1281.18, "word": "Okay?", "probability": 0.1116943359375}, {"start": 1281.96, "end": 1282.14, "word": " It's", "probability": 0.5958251953125}, {"start": 1282.14, "end": 1282.34, "word": " like", "probability": 0.677734375}, {"start": 1282.34, "end": 1283.0, "word": " you're", "probability": 0.676025390625}, {"start": 1283.0, "end": 1283.38, "word": " bringing", "probability": 0.1278076171875}, {"start": 1283.38, "end": 1283.52, "word": " me", "probability": 0.76513671875}, {"start": 1283.52, "end": 1283.82, "word": " a", "probability": 0.7998046875}, {"start": 1283.82, "end": 1284.16, "word": " new", "probability": 0.8876953125}, {"start": 1284.16, "end": 1284.2, "word": " way", "probability": 0.787109375}, {"start": 1284.2, "end": 1284.92, "word": " and", "probability": 0.427490234375}, {"start": 1284.92, "end": 1285.2, "word": " you're", "probability": 0.6070556640625}, {"start": 1285.2, "end": 1285.2, "word": " going", "probability": 0.439208984375}, {"start": 1285.2, "end": 1285.22, "word": " to", "probability": 0.9599609375}, {"start": 1285.22, "end": 1285.52, "word": " learn", "probability": 0.6640625}, {"start": 1285.52, "end": 1285.94, "word": " it", "probability": 0.37158203125}, {"start": 1285.94, "end": 1286.1, "word": " better", "probability": 0.50537109375}, {"start": 1286.1, "end": 1286.34, "word": " than", "probability": 0.92138671875}, {"start": 1286.34, "end": 1287.34, "word": " the", "probability": 0.77880859375}, {"start": 1287.34, "end": 1287.5, "word": " first", "probability": 0.55322265625}, {"start": 1287.5, "end": 1288.2, "word": " way.", "probability": 0.740234375}, {"start": 1288.76, "end": 1289.08, "word": " Okay?", "probability": 0.5283203125}, {"start": 1296.96, "end": 1297.44, "word": " Look,", "probability": 0.465576171875}, {"start": 1297.46, "end": 1297.58, "word": " this", "probability": 0.8310546875}, {"start": 1297.58, "end": 1297.76, "word": " is", "probability": 0.77880859375}, {"start": 1297.76, "end": 1297.76, "word": " a", "probability": 0.61376953125}, {"start": 1297.76, "end": 1297.76, "word": " quick", "probability": 0.243896484375}, {"start": 1297.76, "end": 1297.96, "word": " quiz.", "probability": 0.9501953125}, {"start": 1299.0, "end": 1299.48, "word": " That's", "probability": 0.689208984375}, {"start": 1299.48, "end": 1299.48, "word": " why", "probability": 0.912109375}, {"start": 1299.48, "end": 1299.64, "word": " I", "probability": 0.8076171875}, {"start": 1299.64, "end": 1299.74, "word": " always", "probability": 0.783203125}, {"start": 1299.74, "end": 1299.94, "word": " tell", "probability": 0.7060546875}, {"start": 1299.94, "end": 1300.06, "word": " you", "probability": 0.96435546875}, {"start": 1300.06, "end": 1300.16, "word": " to", "probability": 0.488037109375}, {"start": 1300.16, "end": 1300.3, "word": " speak", "probability": 0.81982421875}, {"start": 1300.3, "end": 1300.54, "word": " Arabic", "probability": 0.78515625}, {"start": 1300.54, "end": 1300.7, "word": " or", "probability": 0.81201171875}, {"start": 1300.7, "end": 1301.02, "word": " Chinese.", "probability": 0.86083984375}, {"start": 1301.62, "end": 1301.86, "word": " And", "probability": 0.7255859375}, {"start": 1301.86, "end": 1301.98, "word": " you", "probability": 0.92919921875}, {"start": 1301.98, "end": 1302.18, "word": " say,", "probability": 0.6455078125}, {"start": 1302.34, "end": 1302.44, "word": " yes,", "probability": 0.2344970703125}, {"start": 1302.54, "end": 1302.82, "word": " Arabic.", "probability": 0.81005859375}, {"start": 1302.9, "end": 1303.08, "word": " Look,", "probability": 0.418212890625}, {"start": 1303.22, "end": 1303.48, "word": " Arabic", "probability": 0.685546875}, {"start": 1303.48, "end": 1303.7, "word": " or", "probability": 0.9443359375}, {"start": 1303.7, "end": 1304.06, "word": " Chinese.", "probability": 0.814453125}, {"start": 1304.64, "end": 1305.12, "word": " Okay?", "probability": 0.763671875}], "temperature": 1.0}, {"id": 53, "seek": 133338, "start": 1306.88, "end": 1333.38, "text": " It tells me a tested charge Q0 is located at point P. I'll put a point here. In an external electric field. Is this its field? No, it's not its field. E. If the tested charge is replaced by another tested charge. 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As you asked before. Good. The external electric field. What is going to happen to it? Where are my brushes? This is a pen and this is a brush. I put it here, does it fall? Does it fall? I put the brush on the table, does it fall? Both indicated that there is attraction. Good. Does this attraction change when I put a pen or a brush? 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To check if there is a gap or not, right? Well, does the gap need to be filled? No. What is the answer? The tip of charge changed. And we said that the tip of charge changed. Do I need to forget it or not? I need to forget it. Okay? So the tip changed. 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have to keep believing it. I have to keep believing it. Let's look at this question. They say that there was a storm one day and we were sitting at home. The world was crying, right or wrong? It was crying. We heard about the phenomenon of mutilation. What does mutilation mean, girls? Speak up, Sama. 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Say it. It's a word, but what does ayunat mean? It means charged. Do I want to make coffee? Ayunat means solid, it means charged, right? Is this what water is charged with? Yes, it is. 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That's it. And this is a drop of boiling water. Is this a can? That's it. What is a can? This is one and this is another one. I said, first let's start with Z1000. Is there MG or not? It was in the direction. 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right or not? Fine. He said to me, it's still hanging. It's a balance. And the Chinese must be equal to the Saudi. And the Saudi must be equal to zero. And the Chinese must be equal to zero. There is no Chinese. So in order for the Saudi forces to be equal, there must be a higher power. So what did he say to me? 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Correct? Good. This is a vector and this is a vector. This is Q, not Q0.", "tokens": [479, 307, 2681, 281, 1249, 294, 462, 11, 558, 30, 12753, 30, 2205, 13, 639, 307, 257, 8062, 293, 341, 307, 257, 8062, 13, 639, 307, 1249, 11, 406, 1249, 15, 13], "avg_logprob": -0.6141098484848485, "compression_ratio": 1.2289156626506024, "no_speech_prob": 7.450580596923828e-06, "words": [{"start": 1638.85, "end": 1639.49, "word": " F", "probability": 0.054351806640625}, {"start": 1639.49, "end": 1640.13, "word": " is", "probability": 0.4052734375}, {"start": 1640.13, "end": 1640.47, "word": " equal", "probability": 0.65576171875}, {"start": 1640.47, "end": 1640.57, "word": " to", "probability": 0.96484375}, {"start": 1640.57, "end": 1640.75, "word": " Q", "probability": 0.5166015625}, {"start": 1640.75, "end": 1641.13, "word": " in", "probability": 0.046875}, {"start": 1641.13, "end": 1641.45, "word": " E,", "probability": 0.7412109375}, {"start": 1641.75, "end": 1642.51, "word": " right?", "probability": 0.49267578125}, {"start": 1643.77, "end": 1644.19, "word": " Correct?", "probability": 0.233154296875}, {"start": 1644.71, "end": 1644.99, "word": " Good.", "probability": 0.52587890625}, {"start": 1646.21, "end": 1646.43, "word": " This", "probability": 0.66259765625}, {"start": 1646.43, "end": 1646.49, "word": " is", "probability": 0.8701171875}, {"start": 1646.49, "end": 1646.55, "word": " a", "probability": 0.6279296875}, {"start": 1646.55, "end": 1646.73, "word": " vector", "probability": 0.94189453125}, {"start": 1646.73, "end": 1646.83, "word": " and", "probability": 0.67822265625}, {"start": 1646.83, "end": 1646.93, "word": " this", "probability": 0.84765625}, {"start": 1646.93, "end": 1646.97, "word": " is", "probability": 0.92431640625}, {"start": 1646.97, "end": 1647.01, "word": " a", "probability": 0.67529296875}, {"start": 1647.01, "end": 1647.33, "word": " vector.", "probability": 0.93798828125}, {"start": 1648.13, "end": 1648.53, "word": " This", "probability": 0.7646484375}, {"start": 1648.53, "end": 1648.95, "word": " is", "probability": 0.63525390625}, {"start": 1648.95, "end": 1649.15, "word": " Q,", "probability": 0.438720703125}, {"start": 1649.45, "end": 1649.85, "word": " not", "probability": 0.7822265625}, {"start": 1649.85, "end": 1650.23, "word": " Q0.", "probability": 0.659912109375}], "temperature": 1.0}, {"id": 65, "seek": 167639, "start": 1651.03, "end": 1676.39, "text": " It's a condition. We are living. Okay. Because I said Q. My question is for you. This is East. This is negative. How is this? West. There is no such thing as Alif. Like Alif. 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Is there anyone who doesn't understand? How to get it? Tell me. The space is not ready to enter from there. What is not ready to enter from there? Did you find this red Q? 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This is how we learned that E is equal to KQ divided by R squared. Right or wrong? This is what we put here, one by one. Think of this quantity. This is an egg. It moves in this direction. You learned that the direction of the space has two possibilities. It does not come out of the container nor does it enter the container. 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If the charge is negative, that's it. I want to know how to apply it now. You say, easy, you have this point, there is room. E1, E1 is the result of Q1. Is Q1 positive or negative? Get rid of it. Get rid of it. This is going to it. That's it. That's it. Other than that. 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Come on, girls. As a magnitude, write it one by one. I say E1 as a magnitude. Who is better than me or him? Equals K. K1 as absolute value. On R1 squared or not? I'm still bringing the magnitude. Okay. K1 is important, so it's not a problem. The absolute value doesn't matter much. 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Is it clear? Good. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. Say it again. 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By competition. Right? I'll give you another example and you won't get it. Right? It's what you're interested in. It's what you have. Right? Is this the same pie or not? By competition. I'll give you another example of a pie that's equal to a square. 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Okay, cosine of phi, this carrot, can I write it for you? Okay, thank God.", "tokens": [407, 264, 23565, 295, 13107, 307, 2681, 281, 264, 3732, 5593, 295, 341, 11, 382, 321, 848, 300, 341, 307, 288, 3732, 1804, 257, 3732, 11, 341, 307, 264, 5367, 286, 2729, 291, 570, 341, 1782, 775, 406, 362, 257, 3732, 11, 558, 30, 1033, 11, 23565, 295, 13107, 11, 341, 22767, 11, 393, 286, 2464, 309, 337, 291, 30, 1033, 11, 1309, 1265, 13], "avg_logprob": -0.7192234694957733, "compression_ratio": 1.6751592356687899, "no_speech_prob": 1.0728836059570312e-06, "words": [{"start": 2218.44, "end": 2218.78, "word": " So", "probability": 0.576171875}, {"start": 2218.78, "end": 2218.98, "word": " the", "probability": 0.1524658203125}, {"start": 2218.98, "end": 2219.26, "word": " cosine", "probability": 0.7861328125}, {"start": 2219.26, "end": 2220.36, "word": " of", "probability": 0.88330078125}, {"start": 2220.36, "end": 2220.68, "word": " phi", "probability": 0.17578125}, {"start": 2220.68, "end": 2220.96, "word": " is", "probability": 0.38037109375}, {"start": 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It equals, because I'm going to get used to this G. Instead of E1, I subtract this. It equals KQ1 E square plus Y square. Instead of the equation, send it to me. What? One and a half. And here there is one. 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This is E1 as a vector. Don't worry. Everything is written for you. Just don't get confused. 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I want to take it from here. I want to solve it. Pay attention. This is E2. I want to add this. Solve it. This is E2 cosine of theta and this is E2 sine of theta. 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So, the equation is negative. So, what is theta? It is B. Now, it is alternating. It is still alternating with cosine and sine. Cosine of theta is equal to B divided by this. Sine is equal to I divided by this. 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Right? Yes, this is the opposite of me. Yes, bravo. Good that I made a mistake. So that I can see if you are correct or not. Good that I made a mistake. Good. You are correct. They scolded me because I don't want to write a new chapter. I want to get this. I put its place B and put 3x2 here. Same thing. Same thing. 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He gave me the first double magnitude and then he calculated it. He calculated it and gave me the result. He told me to combine the sine with the sine and the cosine with the cosine. Fine. Of course, I got used to the cosine and sine. Right or wrong? He told me to look at the second requirement. 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Okay, is this going to be a lot of fun or not? Finish the question. This is easy. This is 3x2, but my kitchen is wrong. Okay? Okay? The last thing before the quiz, bear with me. Good. Okay. Look at this question, girls. Focus on me because I also wrote quizzes about it in the previous lecture. 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