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Data entry speed the rate of change in data entry speed of the average student is ds/dx = 5(x + 1)-1/2, where x is the number of lessons the student has had and s is in entries per minute.
(a) Find the data entry speed as a function of the number of lessons if the average student can complete 10 entries per minute with no lessons (x = 0).
(b) How many entries per minute can the average student complete after 24 lessons?
Sneeze According to work done by Nick Wilson of Otago University Wellington, the proportion of individuals who cover their mouth when sneezing is 0.733. What are the null and alternative hypotheses for Mary's project? Verify the requirements that a..
HOME REFINANCING Four years ago, Emily secured a bank loan of $200,000 to help finance the purchase of an apartment in Boston.
briefly explain the significance of the statement in the exercise that existing sale will not be affected by the special sale.
Compute the Taylor polynomial indicated. f(x) = -1/2, a = 4 T3(x) = Use the error bound to find the maximum possible size of the error.
What is the answer to the range of f(x) = ax + b is the set of all real numbers given that a and b are real numbers and which produces a counter example to her statement
a page with length 3 inches more than its width has 80square inches of printed area. the margins at the top and bottom are each 1 inch wide. find the dimensions of the page.
.Find the average daily price when the highest and lowest price are not included
Assume that the probability a child is a boy is 0.51 and that the sexes of children born into a family are independent.
A woman walks due west on the deck of a ship at 2 mi/h. The ship is moving north at a speed of 15 mi/h. Find the speed and direction of the woman relative to the surface of the water. (Round your answers to one decimal place.)
An equilateral triangle with sides of length 10 is inscribed in a circle. Find the distance from the center of the circle to any side of the triangle.
Compare the cost per year of a whole-life insurance policy for $200,000 to a 20-year level term policy for a 60-year-old male using a non-tobacco rate.
verify that E is a constant of motion for the system of the first two equations and find the equilibria of the system of the first two equations
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