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suppose 8.2 million pounds of coffee are sold when the price is 6$ per pound and 10.6 million pounds are sold at 5$ per pound . Find a linear function D(x) that express the constume demand as a function of the price per pound x
Determine the equilibrium position of a cylinder of radius 3 inches, height 20 inches, and weight 5pi lb that is floating with its axis vertical in a deep pool of water of weight density 62.5 lb/ft^2.
If, in a special right triangle the sides are denoted by "a, b, c" and the angles are denoted by "A, B, C" If I knew only C was 90 degrees, that a was 6 units long and b was 13 units long. How would I be able to find the degrees of Angle A and B?
Find the variance for the given data. Round your answer to one more decimal place than the original data.
A mailbox is composed of a prism and a half cylinder. What is the approximate volume of the mailbox?
Show that if R is a ring with identity element and x is an element in R, then Rx = {rx: r in R} is the principal left ideal generated by x. Similarly,
Investigate the presence of limit cycles both analytically and numberically and investigate the presence of homoclinic/heteroclinic orbits and global bifurcations numerically.
What is the velocity of the ball when it is 96 ft above the ground on its way up?
An anchor weighing 125 lb in water is attached to a chain weighing 4 lb/ft in water. Find the work done to haul the anchor and chain to the surface of the water from a depth of 50 ft.
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?
Use the accompanying graph to estimate the year in which the population will reach 400 million people.
Give a real-life example of a situation in which you would use a system of inequalities, and for which the solution must be in the first quadrant.
Find the first and third quartiles of the data set.
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