Solve the problem.The revenue in dollars from the sale of concert tickets at x dollars each is given by the function 
Find the difference quotient when x = 24 and h = 0.1. Interpret the result.
A. At 24 per ticket, revenue is decreasing at $605 per dollar change in ticket price.
B. At 24 per ticket, revenue is increasing at $605 per dollar change in ticket price.
C. At 24 per ticket, revenue is decreasing at $6050 per dollar change in ticket price.
D. At 24 per ticket, revenue is increasing at $6050 per dollar change in ticket price.
Answer: C
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Use limit methods to determine which of the two given functions grows faster or state that they have comparable growth rates. ex8; e6x
A. e6x B. Comparable rates C. ex8
Solve the linear inequality. Express the solution in set-builder notation.-4(2x + 12) < -12x - 36
A. {x|x > 3} B. {x|x > -12} C. {x|x < -12} D. {x|x < 3}
Rationalize the denominator.
A. 
B. 133
C. 
D. 12
Solve by separating the two absolute values into equal and opposite cases.
= 
A. 
B. {5, 
}
C. ?
D. {- 5, - 
}