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Suppose that weights of 1-year-old boys are normal with mean 26 pounds, standard deviation 3 pounds. Use a normal table or software to determine the following. (Round your answers to four decimal places.)
(a) Consider the weight of a boy whose z-score is-1.82.
Find the proportion of 1-year-old boys who weigh less than this amount.
(b) Consider a 1-year-old boy whose weight is 22 pounds. Find the proportion of 1-year-old boys who weigh less than this amount.
(c) What proportion of 1-year-old boys weigh more than 22 pounds?
(d) Consider a 1-year-old boy whose weight is 28 pounds. Find the proportion of 1-year-old boys who weigh less than this amount.
Determine the following values
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The marketing research department for a computer company used a large city to test market their new product. They found that the demand equation was p= 1296-0.12 x^2.
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Let R represent a county in the northern part of the united states, and let S(x,y) represent the annual snowfall at the point (x,y)in R. Give the interpretation of:
Early one morning it began to snow at a constant rate. At 7 AM a snowplow set off to clear a road. By 8 AM it had traveled 2 miles but it took two more hours for the snowplow to go another 2 miles.
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Estimate rate of changes.
Find the linear equation that relates value (V) in dollars to time (t) in years. What would be the value of the equipment after 6 years?
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