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A group of people share in a $5,000,000 lottery. Before the money is divided, 3 more winning ticket holders are declared. As a result, each person's share is reduced by $375,000. Write and solve an equation to determine how much $ each winner received.
Mayall Corporation is developing standards for its products. Each unit of output of the product requires 0.92 kilogram of a particular input. The allowance for waste and spoilage is 0.02 kilogram of this input for each unit of output.
Show that there exist a non zero continuous linear functional on l infinty which is zero on the space c0. Why such a functional is not an element of l1?
State null & alternative hypotheses
Discuss the convergence and divergence sets of each of those Laurent series. Find two non-zero terms of the Laurent series which represents this f for all z outside some circle |z| = R but diverges inside the circle and find the numerical value of..
A circle of radius 1 rolls around the outside of a circle of radius 2 without slipping. The curve traced by a point on the circumference of the smaller circle is called an epicycloid. Use the angle theta to find the set of parametric equations of ..
Coffee is draining - Application of calculus
What is the value of the coefficient of determination for this regression model? Comment on the strength of the regression line for this model.
A rectangular package can have a maximum combined length and girth (perimeter of a cross section) of 108 inches. Find the dimensions of the package of maximum volume. Assume cross section is square.
What are the two dollar amounts, equidistant from the mean of $30, such that 90% of all customer purchases are between these values?
using the substation Method or elimination Method. If you can show the work on how to solve these problem.
A box with a square base has length plus girth of 108 in. (Girth is the distance "around" the box.) What are the two possible lengths of the box, if its volume is 2000 in?
Solve the given triangle.
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