Solve the problem.A company has three products that fluctuate in favorability. The payoff matrix for the expected profit in tens of thousands of dollars is given below. What are the percentages of each product that the company should make that would maximize the expected value of the profit? Round to the nearest tenth of a percent, if necessary. 
A. Product #1: 0%, Product #2: 100%, Product #3: 0%
B. Product #1: 100%, Product #2: 0%, Product #3: 0%
C. Product #1: 38.5%, Product #2: 61.5%, Product #3: 0%
D. Product #1: 30.8%, Product #2: 69.2%, Product #3: 0%
Answer: C
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A.
B.
C. 16
D. -
Match the given function to its graph.1) y = -3 sin (x)2) y = -3 sin (
x)3) y = -3 cos (
x)4) y = -3 cos (
x)A)B)
?
height="200" width="200" />C)D)?
A. 1A, 2C, 3D, 4B
B. 1C, 2A, 3D, 4B
C. 1B, 2D, 3A, 4C
D. 1A, 2C, 3B, 4D
The day Samantha arrived at boot camp, the temperature reached a high of 90 degrees in the shade and a low of –20 at night in the barracks. What was the average temperature for the day?
(A) 35 degrees (B) 45 degrees (C) 55 degrees (D) 62 degrees
Solve the equation.x2 - x = 42
A. {1, 42} B. {-7, -6} C. {-6, 7} D. {6, 7}