Compute maximum area of patio not having area of flagstones
Gloria wishes to make therectangular patio along back of the house. She plans to surround patio on three sides with one-foot square flagstones. she contains 118 flagstones. Determine maximum area of patio, not including area of flagstones.
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The rectangular storage container is 2ft x 2ft x 3ft coated with the protective coating of plastic of uniform thickness. Determine volume of plastic V as the function of thickness X (in feet) of coating.
Make a Venn diagram to reflect data, lable the diagram clearly. Then employ the diagram to answer the following questions:
The road-salt storage shed is to be built with 2 square sides, a back and the top. Shed is to be made of 900 square feet of corrugated steel. Determine dimensions for which volume will be the maximum.
Determine the point estimate for the mean coefficient of restitution of all drivers from this maker? Obtain two-sided 95% confidence interval for the mean of all drivers from this maker?
She plans to surround patio on three sides with one-foot square flagstones. she contains 118 flagstones. Determine maximum area of patio, not including area of flagstones.
An urn contains 5 red chips and 3 white chips. Chips are chosen at random one a time with replacement. Heather will win the game if 4 red chips are chosen consecutively before 3 white chips are chosen consecutively.
4th side is to be the brick wall that costs $18.75 per running foot. Determine dimensions which will minimize cost. Minimum has to be found by graphing the equation.
There are two cables holding up the 20000lb. cargo container. One cable has the angle of 30 degrees from horizontal and 2nd cable has the 45 degree angle from horizontal. How to determine vectors for every cable?
For a population containing N=902 individuals, what code number would you assign for the first person on the list, for the fortieth person on the list, for the last person on the list? Explain
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