A. 38
B. 882
C. 22
D. 42
Answer: D
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Solve the problem.Vicki's car rental company charges $30 per day plus $0.25 per mile to rent a car. Joshua's rental company charges $35 per day plus $0.20 per mile. The total daily cost, y, in dollars, of renting the car if x miles are driven can be modeled by the linear system: y = 0.25x + 30 Vicki's y = 0.20x + 35 Joshua's Use graphing to solve the system. Interpret the coordinates of the solution in practical terms. 
A. {(100, 55)}; Both companies charge $100 for 55 miles driven. B. {(80, 50)}; Both companies charge $50 for 80 miles driven. C. {(100, 60)}; Both companies charge $60 for 100 miles driven. D. {(100, 55)}; Both companies charge $55 for 100 miles driven.
Write in standard notation.
A. 800 B. 80 C. 0.08 D. 8000
Simplify the complex fraction.
?
?
Assume that the denominators are not 0.
?
A. 
B. ?
C. ?
D. ?
Factor the difference of squares.144pm4 - 144pn4
A. 144(m2p + n2)(mp + n)(mp - n) B. p(12m2 + n2)(12m + n)(12m - n) C. 144p(m2 - n2)2 D. 144p(m2 + n2)(m + n)(m - n)