Solve the problem.Suppose eggplant pickers are paid as follows:1-200 eggplants picked$0.13 each201-350 eggplants picked$0.17 each351 or more eggplants picked$0.20 eachIf Rachel picks 372 eggplants, what are her gross earnings?
A. $48.36
B. $49.90
C. $74.40
D. $55.90
Answer: D
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Find the mean, median, and mode for the given data set.7, 5, 3, 9, 11, 7, 7, 5, 9, 11, 7, 3, 12, 9, 7, 7, 3, 5, 9, 7
A. Mean = 7.15, median = 9, mode = 7 B. Mean = 7.15, median = 7, mode = 7 C. Mean = 7.15, median = 7, mode = 12 D. Mean = 7.65, median = 7, mode = 12
Add.(
uv2 + 
u5v2 - 8.6) + (- 
uv2 - 
u5v2 + 12.1)
A. (
uv2 - 
u5v2 + 3.5)
B. (- 
uv2 + 3.5)
C. (
uv2 - 
u5v2 + 3.5)
D. (
uv2 - 
u5v2 + 3.5)
Solve the problem.Consider the absorbing Markov process whose stochastic matrix is shown below.1234
= 
(a) Identify the matrices S and R.(b) Find the stable matrix.(c) What is the probability that the process will be absorbed in state 1 if it starts in state 3?(d) What is the probability that the process will be absorbed in state 2 if it starts in state 3?
What will be an ideal response?
Use the fundamental identities and simplify the expression to get a numerical value.
A. 1 - sin x B. -sec2 x C. 1 D. 0