It is known that 80-foot blue whales consume, on average, 3200 kg of krill per day....

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It is known that 80-foot blue whales consume, on average, 3200 kg of krill per day. 100-footers consume on average 3600 kg of krill per day. Assume that the mean daily krill consumption varies linearly with whale length and that the daily consumption for a given whale follows a Gaussian distribution with a standard deviation of 200 kg of krill per day. Define the linear Gaussian distribution, P(KI), relating the rate of krill consumption K to whale length /. It is known that 80-foot blue whales consume, on average, 3200 kg of krill per day. 100-footers consume on average 3600 kg of krill per day. Assume that the mean daily krill consumption varies linearly with whale length and that the daily consumption for a given whale follows a Gaussian distribution with a standard deviation of 200 kg of krill per day. Define the linear Gaussian distribution, P(KI), relating the rate of krill consumption K to whale length /.

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To define the linear Gaussian distribution PK relating the rate of krill consumption to whale length ... View the full answer