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Suppose you wish to build a spa on a wood deck. The deck is to be built 4 ft above level ground. It is to be 50 ft by 30 ft and is to contain a spa that is circular with a 14-ft diameter. The spa is 4 ft deep.
a. How much water will the spa contain, and how much will it weigh? Assume that the spa itself weighs 550 lb.
b. Draw plans for the wood deck.
c. Draw up a materials list.
d. Estimate the cost for this installation.
World grain demand. Freeport McMoRan projects that in 2010 world grain supply will be 1.8 trillion metric tons and the supply will be only 3/4 of world grain demand.
The amount of oil used by a ship traveling at a uniform speed varies jointly with the distance and the square of the speed. If the ship uses 200 barrels of oil in traveling 500 miles at 28 miles per hour, determine how many barrels of oil are used..
Show the Finite graph and vertices
Write a Matlab program to value a swing swap, Program a Monte Carlo model for options on Energy. It should be mean-reverting and include spikes. Give several alternative structures
A mailbox is composed of a prism and a half cylinder. What is the approximate volume of the mailbox?
A rebtangular reservior contains 42000 litres of water.find the depth of water in the reservior if its base measures 6m by 3.5m.
a retailer wants a 30% markup on the selling price of an item that costs him $214.90. what selling price should be charge?
As we know, a set is just a collection of objects that are similar in some way, like a gaggle of geese, pride of lions, or an army of ants. To further classify our world, we can create subsets from a larger set. Let's consider the idea of a subset..
A farmer wishes to enclose a rectangular region with 455 meters of fencing in such a way that the length is 5 times the width and that the region is divided along its length into two equal parts. How many meters long and how many meters wide?
There are many applications used in the area of solving systems of equations. For example, systems of equations can be used to find the optimal number of items to produce to ensure the highest profit of those particular items.
Write the equation of a line perpendicular to the line y=5 and through the point (3,5)
Train A and B are traveling in the same direction on parallel tracks. Train A is traveling at 100 miles per hour and train B is traveling at 104 miles per hour
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