Chapter Test
Chapter
Chapter 5
Section
Chapter Test
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Solutions 10 Videos

Match

A \displaystyle y =\frac{5x + 2}{x -1} and B \displaystyle y=\frac{1}{2x -1} with the graph below.

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Q1

Suppose that n is a constant and that f(x) is a linear or quadratic function defined when x = n. Complete the following sentences.

If f(n) is large, then \frac{1}{f(n)} is ...

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Q2a

Suppose that n is a constant and that f(x) is a linear or quadratic function defined when x = n. Complete the following sentences.

If f(n) is small, then \frac{1}{f(n)} is ...

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Q2b

Suppose that n is a constant and that f(x) is a linear or quadratic function defined when x = n. Complete the following sentences.

If f(n) = 0 is small, then \frac{1}{f(n)} is ...

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Q2c

Suppose that n is a constant and that f(x) is a linear or quadratic function defined when x = n. Complete the following sentences.

If f(n) = 0 is positive, then \frac{1}{f(n)} is ...

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Q2d

Without using graphing technology, sketch the graph of \displaystyle y =\frac{2x + 6}{x -2}

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Q3

A company purchases x kilograms of steel for \$2249.52. The company processes the steel and turns it into parts that can be used in other factories. After this process, the total mass of the steel has dropped by 25 kg (due to trimmings, scrap, and so on), but the value of the steel has increased to \$ 10, 838.52. The company has made a profit of \$2/kg. What was the original mass of the steel? What its the original cost per kilogram?

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Q4

Select a strategy to solve each of the following.

\displaystyle \frac{-x}{x -1}= \frac{-3}{x + 7}

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Q5a

Select a strategy to solve each of the following.

\displaystyle \frac{2}{x + 5} > \frac{3x}{x + 10}

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Q5b

If you are given the equation of a rational function of the form

\displaystyle f(x) =\frac{ax+ b}{cx + d} , explain

a) how you can determine the equations of all vertical and horizontal asymptotes without graphing the function

b) when this type of function would have a hole instead of a vertical asymptote

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Q6