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Linear functions are used to model situations that show a constant rate of change between 2 variables. For example, the relation between feet and inches is always 12 inches per foot. A linear function of this would be y = 12x where y is the number of inches and x is the number of feet. y = 24x models the number of hours in any given number of days {x}. A possible business application may be as follows: If a cell phone company charges a start-up fee of $50 and then $0.05 for every minute used, the function is y = 0.05 x + 50. Use the library or Internet to find another example of a function. Explain how it works with a three sets of inputs for your example. What is the output of your data? What is the practical use of your function?
Find the solution to the given system that satisfies the initial condition
Determine the values of each one of these r.v.'s, as well as the values of the sum X1+X2+X3+X4.
Let R be a principal ideal domain and a, b, in R, not both zero. Prove that a, b have a greatest common divisor that can be written as linear combination of a and b.
four organizations sponsored a marathon. the symbols for these organizations were to be arranged on a banners placed
What percentage of the Indians like oranges and apples and A market research group conducted a survey of 1000 consumers and reported that 720 consumers liked product A and 450 liked product B. What is the least number that must have liked both prod..
It takes a force of 21,714 lb to compress a coil spring assembly on a New York City Transit Authority subway car from its free height of 8in. to its fully compressed height of in.
define the given satatement 1. sin90 - sin89 sin10 using pythagoras theoram2. how can any value of sin and cosis
Suppose A is an m×n matrix and B is the n×m matrix obtained by rotating A ninety degrees clockwise on paper ( not exactly a standard mathematical transformation!). Do A and B have the same singular values? Prove that the answer is yes or give a co..
Determine the size of their product and multiply them, if possible. If the matrix multiplication is not possible, use their sizes to explain why not.
Find the equations for the tangent line of the graph f(x) = -x2 + 2x at x = 4. Performe the implicit differentiation to find the slop of the curve 2x2 + 3y2 = 5xy at the point (1,1).
Prepare a report for Karen that summarizes your findings, forecasts, and recommendations. Include.
state the inverse the converse andnbspthe contrapostive of the given statements.state the inverse the converse
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