Chapter 1: Q15E (page 9)
Sketch the graph of the amount of a particular brand of coffee sold by a store as a function of the price of the coffee.
Short Answer
The required graph is as follows.
Chapter 1: Q15E (page 9)
Sketch the graph of the amount of a particular brand of coffee sold by a store as a function of the price of the coffee.
The required graph is as follows.
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Get started for freeFind the functions (a)\({\bf{f}} \circ {\bf{g}}\), (b)\({\bf{g}} \circ {\bf{f}}\), (c)\({\bf{f}} \circ {\bf{f}}\), and (d) \({\bf{g}} \circ {\bf{g}}\) and their domains.
\({\bf{f}}\left( {\bf{x}} \right){\bf{ = x + }}\frac{{\bf{1}}}{{\bf{x}}}\) \({\bf{g}}\left( {\bf{x}} \right){\bf{ = }}\frac{{{\bf{x + 1}}}}{{{\bf{x + 2}}}}\)
Find the domain of the function
\(F\left( p \right) = \sqrt {2 - \sqrt p } \)
Use the table to evaluate each expression.
(a) \(f\left( {g\left( 2 \right)} \right)\) (b) \(g\left( {f\left( 0 \right)} \right)\) (c) \(f \circ g\left( 0 \right)\) (d) \(g \circ f\left( 6 \right)\) (e) \(g \circ g\left( { - 2} \right)\) (f) \(f \circ f\left( 4 \right)\)
Express the function in the form \({\bf{f}} \circ {\bf{g}}\)
\({\bf{F}}\left( {\bf{x}} \right){\bf{ = }}{\left( {{\bf{2x + }}{{\bf{x}}^{\bf{2}}}} \right)^{\bf{4}}}\)
The graph shows the height of the water in a bathtub as a function of time. Give a verbal description of what you think happened.
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