users? on an Associated Press story about six Exercise 7.8.28. [S][Goal 7.7] Bicy On December 30, 2012 The Boston Globe reported on New Year's Eve bicycles that would help illuminate the famed falling ball in Times Square c Each bike will generate an average of 75 watts an hour. It takes 50,000 watts to light up the ball's LEDs. [R196] Unfortunately, the Associated Press reporter is quite confused about the difference between energy and power. The "generate... 75 watts an hour" in the quote makes no sense. We think what he or she is trying to say is that while someone is actually pedaling it each bike cour power a 75 watt light bulb. All six bikes together could light up just 450 watts worth of LEDS (a) How many bikes would have to be pedaled simultaneously to light up all the ball's LEDS (b) Since there are only six bikes, people pedaling during the day will store the energy they generate in batteries, which will then be used to light the ball. Suppose the lights need to be on for two minutes while the ball drops at midnight. How many hours of pedaling will it take to generate (and save) the electrical energy needed?
users? on an Associated Press story about six Exercise 7.8.28. [S][Goal 7.7] Bicy On December 30, 2012 The Boston Globe reported on New Year's Eve bicycles that would help illuminate the famed falling ball in Times Square c Each bike will generate an average of 75 watts an hour. It takes 50,000 watts to light up the ball's LEDs. [R196] Unfortunately, the Associated Press reporter is quite confused about the difference between energy and power. The "generate... 75 watts an hour" in the quote makes no sense. We think what he or she is trying to say is that while someone is actually pedaling it each bike cour power a 75 watt light bulb. All six bikes together could light up just 450 watts worth of LEDS (a) How many bikes would have to be pedaled simultaneously to light up all the ball's LEDS (b) Since there are only six bikes, people pedaling during the day will store the energy they generate in batteries, which will then be used to light the ball. Suppose the lights need to be on for two minutes while the ball drops at midnight. How many hours of pedaling will it take to generate (and save) the electrical energy needed?
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Introduction:
We know that power is rate of energy consumption or conversion.
We know the total power needed to light the ball's LEDs. We also know the power provided by each bike. Hence we can find the number of bikes required to light up ball's LEDs. We are given the time required for the LEDs lighting and number of bikes provided to us. We can find the time required for pedaling to generate this amount of energy for LEDs lighting.
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