Solve the problem.The cost of printing a catalog of the products that your company distributes is a flat rate of $58 plus $0.24 per copy. Let C represent the total cost of printing and x represent the number of copies. Write in symbolic form an equation that will relate C and x. Organize the data into a table of values. Begin with 500 copies, increase by increments of 500, and end with 2500 copies.
A. C = 58.24x
B. C = 58.24x
C. C = 58 + 0.24x
D. C = 58 + 0.24x
Answer: D
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Use algebraic and/or graphical methods to solve the inequality.
? 
A. -1 < x < 6 or x > 
B. -6 ? x ? 1 or x ? 
C. -6 < x < 1 or x ? 
D. -1 ? x ? 6 or x ? 
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Solve the problem.The correlation between respiratory rate and body mass in the first three years of life can be expressed by the function log R(w) = 1.88 - 0.36 log (w),where w is the body weight (in kg) and R(w) is the respiratory rate (in breaths per minute). Find R'(w) using implicit differentiation.
A. R'(w) = -27.31w-0.64 B. R'(w) = -27.31w-0.36 C. R'(w) = -27.31w-1.36 D. R'(w) = 75.86w-1.36
Find the domain of the composite function f?g.f(x) = 
,g(x) = x + 5
A. (-?, -14) or (-14, ?) B. (-?, -9) or (-9, -5) or (-5, ?) C. (-?, -9) or (-9, ?) D. (-?, ?)