Graph the function using a graphing utility and the Change-of-Base Formula.y = log5(x + 2)
A.
B.
C.
D.
Answer: C
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Find the sum of the given infinite geometric series if possible. Write the answer as a decimal number if appropriate.
A. -8 B. No sum C. 72 D. 8
Find all real numbers in the interval [0, 2?) that satisfy the equation.tan x + sec x = 1
A. No solution
B.
C. {0}
D.
Solve the problem.Tickets to a ballet cost $14 if bought in advance. If bought at the door, they cost $24. For the ballet to make a profit, the total money collected from ticket sales must be at least $380. (a) Write an inequality to represent this situation, using x for the number of tickets bought in advance and y for the number of tickets bought at the door. (b) Graph the inequality. Because x and y must be whole numbers, restrict the graph to Quadrant I. (c) Can the ballet make a profit if it sells 30 tickets in advance and 10 tickets at the door?
A. (a) 14x + 24y ? 380
(b)
(c) yes
B. (a) 14x - 24y ? 380
(b)
(c) no
C. (a) 14x + 24y ? 380
(b)
(c) no
D. (a) 14x - 24y ? 380
(b)
(c) yes
Perform the indicated operations and simplify. +
A.
B.
C.
D.