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Asymptotes for rational functions: f(x) = P(x)/Q(x). Given the formula, reconstruct a rational function based on the following pieces of information:
1. The rational function has two vertical asymptotes and one oblique (slant) asymptote.
2. One vertical asymptote is at x = - 5
3. The second vertical asymptote, which crosses the positive segment of the x axis, is supposed to be selected by you.
4. You are also supposed to select an oblique asymptote such that it is an increasing line (positive slope) with a y-intercept other than (0, 0).
5. Graph your reconstructed rational function.
Do exponential functions only model phenomena that grow, or can they also model phenomena that decay? Explain what is different in the form of the function in each case.
What is the best method for solving absolute value inequalities? Finally, we remember that |x|=|-x|. This means that we do not solve absolute value inequalities with a negative x inside! We simply rewrite it: |2-3x|=|3x-2|. This means we never have..
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If you require 15 dozen peanut butter, 10 dozen sugars and 11 dozen oatmeal cookies, how many of each size box should you buy?
Set up the equation to solve the equation.
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Use elimination method to solve the problem.
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The equation C=mx+b can be used to model the monthly cost, C, of a cell phone plan where b is the flat monthly cost, m represents the cost in dollars per minute and x is the number of minutes used in the month.
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