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+{"segments": [{"id": 1, "seek": 2353, "start": 1.53, "end": 23.53, "text": " I'm Rahim. We have a question about the virtual image with lens combination. The object is 10 cm away from the first lens, which has a force of plus 6 diopters. The second lens, which is 15 cm away from it to the right, has a force of plus 4.5 diopters. Where is the final image?", "tokens": [286, 478, 17844, 332, 13, 492, 362, 257, 1168, 466, 264, 6374, 3256, 365, 6765, 6562, 13, 440, 2657, 307, 1266, 14668, 1314, 490, 264, 700, 6765, 11, 597, 575, 257, 3464, 295, 1804, 1386, 1026, 404, 1559, 13, 440, 1150, 6765, 11, 597, 307, 2119, 14668, 1314, 490, 309, 281, 264, 558, 11, 575, 257, 3464, 295, 1804, 1017, 13, 20, 1026, 404, 1559, 13, 2305, 307, 264, 2572, 3256, 30], "avg_logprob": -0.3919092433093345, "compression_ratio": 1.6091954022988506, "no_speech_prob": 2.2292137145996094e-05, "words": [{"start": 1.53, "end": 1.95, "word": " I'm", "probability": 0.45196533203125}, {"start": 1.95, "end": 2.41, "word": " Rahim.", "probability": 0.808349609375}, {"start": 3.05, "end": 3.39, "word": " We", "probability": 0.6787109375}, {"start": 3.39, "end": 3.39, "word": " have", "probability": 0.89990234375}, {"start": 3.39, "end": 3.53, "word": " a", "probability": 0.9140625}, {"start": 3.53, "end": 3.73, "word": " question", "probability": 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It entered with a magnitude of minus 10 and went out with a magnitude of minus 4. But it is not collected, so it is impossible to form a picture, no matter how much we put on the paper or the screen of the screen on which the picture will be placed, because the more the distance increases, the more it moves away from each other. As long as this is the case, we must assume that there is an imaginary picture that has formed. 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It will not be formed, but we will assume that it is formed at a distance of 25 cm, an imaginary image. And we said that the imaginary image is preferred with a dotted horizontal line, with a dotted horizontal line. Now, to summarize the issue", "tokens": [5723, 307, 364, 26164, 3256, 11, 6870, 281, 264, 1411, 295, 264, 6765, 300, 8693, 309, 13, 467, 486, 406, 312, 8693, 11, 457, 321, 486, 6552, 300, 309, 307, 8693, 412, 257, 4560, 295, 3552, 14668, 11, 364, 26164, 3256, 13, 400, 321, 848, 300, 264, 26164, 3256, 307, 16494, 365, 257, 37459, 12750, 1622, 11, 365, 257, 37459, 12750, 1622, 13, 823, 11, 281, 20858, 264, 2734], "avg_logprob": -0.6504464277199337, "compression_ratio": 1.782122905027933, "no_speech_prob": 5.781650543212891e-06, "words": [{"start": 156.65, "end": 157.05, "word": "This", "probability": 0.344482421875}, {"start": 157.05, "end": 157.05, "word": " is", "probability": 0.252197265625}, {"start": 157.05, "end": 157.45, "word": " an", "probability": 0.2479248046875}, {"start": 157.45, "end": 157.85, "word": " imaginary", "probability": 0.5791015625}, {"start": 157.85, "end": 157.99, "word": " image,", "probability": 0.36376953125}, {"start": 158.47, "end": 159.39, "word": " 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Because the light is divergent The light will not return to rotate behind the lens that formed the image here Divergent and will remain divergent and hence the name imaginary image that does not exist in the real world", "tokens": [639, 26164, 3256, 11, 295, 1164, 11, 307, 3552, 14668, 1314, 490, 264, 6765, 300, 8693, 309, 400, 321, 652, 988, 300, 309, 307, 406, 8693, 11, 457, 321, 486, 6552, 300, 309, 307, 8693, 1545, 309, 307, 406, 8693, 30, 1436, 264, 1442, 307, 18558, 6930, 440, 1442, 486, 406, 2736, 281, 13121, 2261, 264, 6765, 300, 8693, 264, 3256, 510, 413, 1837, 6930, 293, 486, 6222, 18558, 6930, 293, 16678, 264, 1315, 26164, 3256, 300, 775, 406, 2514, 294, 264, 957, 1002], "avg_logprob": -0.4474264719906975, "compression_ratio": 1.8761904761904762, "no_speech_prob": 1.1146068572998047e-05, "words": [{"start": 179.39999999999998, "end": 179.92, "word": " This", "probability": 0.64404296875}, {"start": 179.92, "end": 180.44, "word": " imaginary", "probability": 0.58056640625}, 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226.44, "text": " Ok, why did we assume it? So that we can calculate the divergence from the surface of the second lens Also, why? 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This is the object of the second lens. To fix the problem, now we will draw the second lens in a different color, which is red. 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The black one is to indicate that this is the shape of the black lens And the red one is the object of the red lens And I will also solve it with the red color But before we start, let's say that this object is 25 cm away from the first lens And the distance between the two lenses is 15 cm So the distance between object number 2 which is number 1 And the lens number 2, this distance", "tokens": [8429, 366, 264, 732, 4577, 920, 456, 30, 440, 2211, 472, 307, 281, 13330, 300, 341, 307, 264, 3909, 295, 264, 2211, 6765, 400, 264, 2182, 472, 307, 264, 2657, 295, 264, 2182, 6765, 400, 286, 486, 611, 5039, 309, 365, 264, 2182, 2017, 583, 949, 321, 722, 11, 718, 311, 584, 300, 341, 2657, 307, 3552, 14668, 1314, 490, 264, 700, 6765, 400, 264, 4560, 1296, 264, 732, 18059, 307, 2119, 14668, 407, 264, 4560, 1296, 2657, 1230, 568, 597, 307, 1230, 502, 400, 264, 6765, 1230, 568, 11, 341, 4560], "avg_logprob": -0.46538979007351783, "compression_ratio": 1.8878923766816142, "no_speech_prob": 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Note that all measurements are in meters and it is equal to minus two and a half diopters. 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the lens? We say u plus p equals v minus two and a half diopters plus four and a half diopters equals v So v equals plus two diopters plus two diopters plus two diopters Okay, v equals I, what does plus two diopters mean? 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