Sketch the graph of the rational function, including all asymptotes. Provide other information as requested.f(x) = 
A. vertical asymptote: x = 5;
horizontal asymptote: y = 1
B. vertical asymptote: x = -5;
horizontal asymptote: y = 1
C. vertical asymptote: x = -5;
horizontal asymptote: y = 1
D. vertical asymptote: x = 5;
horizontal asymptote: y = 1
Answer: D
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Provide an appropriate response. Use the cosine function to find a of a standard right triangle ABC given B = 62.4° and c = 44.8 cm. Round to four significant digits.
A. 96.70 cm B. 0.0103 cm C. 20.76 cm D. 39.70 cm
Solve the problem.Ellen wishes to mix candy worth $2.46 per pound with candy worth $3.67 per pound to form 15 pounds of a mixture worth $3.11 per pound. How many pounds of the more expensive candy should she use?
A. 9 pounds B. 13 pounds C. 8 pounds D. 7 pounds
Solve.The graph shows the melting points in degrees Celsius of three compounds: Compound A, Compound B and Compound C. 
The melting point of Compound D is 3 times the melting point of Compound A. Find the melting point of Compound D.
A. -111°C B. 111°C C. -121°C D. -101°C
Solve the problem.The financial department of a company that manufactures portable MP3 players arrived at the following daily cost equation for manufacturing x MP3 players per day: 
The average cost per unit at a production level of players per day is 
(A) Find the rational function 
.(B) Graph the average cost function on a graphing utility for 10 ? x ? 200. (C) Use the appropriate command on a graphing utility to find the daily production level (to
the nearest integer) at which the average cost per player is a minimum. What is the minimum average cost (to the nearest cent)? What will be an ideal response?