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03 Nov 2020
LO3: Use analytical and computational methods for solving problems by relating sinusoidal wave and vector functions to their respective engineering applications. a- A system of solar panels produces a daily average power P that changes during the year. It is maximum on the 21st of June (day with the highest number of daylight) and equal to 20 kwh/day. We assume that P varies with the time t according to the sinusoidal function P(t) = a cos [b(t - d)] + c , where t = 0 corresponds to the first of January, P is the power in kwh/day and P(t) has a period of 365 days (28 days in February). The minimum value of P is 4 kwh/day
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03 Nov 2020
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