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Identify the important characteristics of an exponential function. Explain the difference between the graph of an exponential growth function and an exponential decay function and give an example of each type of function.
Calculate the given matrices.
Find an orthogonal basis
Determine if the equation y2= x2 defines y as a function of x. Justify your answer. Sketch by hand a graph of a function f that is decreasing on [-4,2], constant on [-2,1], and increasing on [1,2]
If you bought a house on a square lot that measured half an acre, what the dimensions of the lot be in feet?
Let K={1, v, h, 180} be a subset of the octic group G. Show that V= {1, v} is normal in K and that K is normal in G, but that V is not normal in G.
Set up the equation to solve the equation.
Find how many hours of labor did it take to repair the car.
What is the relationship between exponents and logarithms? How would one distinguish between the two, using both a graph and a sequence?
Discriminate of the quadratics.
Find the smallest x-intercept for the function.
Find out how long it takes investment to double.
Describe the process for finding the LCD of two rational expressions. How is factoring related to this process? Give an example.
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