The following table relates an adult's body weight, in pounds, to his or her dosage of a certain medication, in milligrams.
a. Use inductive reasoning to fill in the missing portions of the table.b. What would be the dosage of a person who weighs 375 pounds?
A. a. 
b. 134 mg
B. a. 
b. 113 mg
C. a. 
b. 120 mg
D. a. 
b. 127 mg
Answer: D
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Sketch a graph of a function with the given properties. If it is impossible indicate this and justify your answer.f has domain [-3, 5], but is not necessarily continuous, and has two local maxima and no local minimum on (-3, 5). 
What will be an ideal response?
Solve the equation.
- 
= 0
A. ? B. {-3, 4} C. {8, 4} D. {4}
Solve the problem by using two equations with two variables.Kelly is a partner in an Internet-based seed and garden supply business. The company offers a blend of exotic wildflower seeds for $105 per pound and a blend of common wildflower seeds for $30 per pound. Kelly is creating a medium-price product by mixing together 31 pounds of the more expensive blend with 8 pounds of the less expensive blend. What will be the price per pound for the new blend? (Round to the nearest cent, if necessary.)
A. $45.38 per pound B. $25.89 per pound C. $89.62 per pound D. $13.11 per pound
Identify the conic by writing the equation in standard form.
A. 
; hyperbola
B. 
; hyperbola
C. 
; parabola
D. 
; circle
E. 
; parabola