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Watch this scene from the 1989 movie National Lampoon's Christmas Vacation, in which Clark Griswald, the well-meaning but bumbling family patriarch played by Chevy

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Watch this scene from the 1989 movie National Lampoon's Christmas Vacation, in which Clark Griswald, the well-meaning but bumbling family patriarch played by Chevy Chase, wants to impress his family and neighborhood with an elaborate display of Christmas lights. Needless to say, things don't go as planned. Answer the following questions that relate to this scene. Some questions have a link to another online resource that provides useful information. 1. In an earlier scene (not shown), Mr. Griswald explains that if one bulb doesn't work, then none of the bulbs in the same strand will light up, which means that the bulbs in each strand are connected in series. (This is not true of modern strings of lights.) At the beginning of the video clip, he describes the magnitude of the light display he has installed. A. Describe at least two reasons why it would be a bad idea to string all 250 strands in series to form a single light circuit. B. Describe evidence from the video that he did not, in fact, make a single light circuit. Based on what you can see, how many parallel light circuits do you suppose there are? 2. For simplicity, let's assume that he slightly miscounted the number of strands and that he had 16 parallel circuits, each containing 16 strands of 100 bulbs in series. If each bulb has electrical resistance R, then what would be the total resistance of the entire light display? 3. When the lights finally go on, the power consumption is enormous (the city has to make use of auxiliary nuclear power!). This makes for a funny scene, but of course it is not realistic. A. Describe one or more reasons why we should expect the power consumption from the Griswald's Christmas lights not to be so large. Use clues provided in the video, such as the real reason why the lights actually turn on or off, as well as general information about household circuits and your answer to the previous question. Estimate the maximum power that the entire display could draw. B. Compare your estimate of the maximum power that the display would draw to the power requirements of other common appliances, such as a clothes dryer (which uses a 240 V circuit).

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