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What are 3 different ways of solving a system of linear equations?
o Provide names. o Describe each method.
show that the number of different triples that can be chosen from N items is precisely N(N-1)(N-2)/6..(use mathematical induction)
A satellite dish with a parabolic cross section is 6 feet in diameter. the receiver is located on the center axis, 1 foot from the base of the dish. How deep is the dish at its center?
Use the regression model to predict the shipments
Explain whether each statement is true or false. Please give short explanation why and if false, please give an example. The maximum of a function that is continuous on a closed interval can occur at two different values in the interval.
does the production function exhibit the property of diminishing marginal productivity of labor?
A ship sails north 450 km and then sails on a bearing of 320 for a distance of 400 1. how far is the ship away?
If this problem is too difficult, then perhaps you may solve an easier one, just to give me some direction please. The only example I have is the Riemann function for the telegraph equation
A 6.00 in radius cylindrical rod is 2 ft long. Use a differential to approximate how much nickel (in in^3) is needed to coat the entire rod with the thickness of .12 in.
Find an equation in the form y=ms +b (where possible) for each line. Solve each system of equation. Let z be the parameter.
How many cubic inches of air can a fully inflated basketball hold if its radius is 4.5 inches? Give solution accurate to the nearest hundredth. Include correct units with your solution.
The length of a rectangle is increasing at a rate of 5 cm/s and its width is increasing at a rate of 4 cm/s. When the length is 11 cm and the width is 9 cm, how fast is the area of the rectangle increasing?
Estimate the relative error in the calculated surface area.
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