For entering students at Old Main University, the probability a student scores in the upper 5% of the SAT verbal exam is 0.22, the probability a student scores in the upper 5% of the SAT mathematics exam is 0.28, and the probability a student scores in the upper 5% of both is 0.08. An entering student is selected at random. What is the probability the student scores in the upper 5% of the SAT verbal or mathematics exam?
What will be an ideal response?
0.42
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Solve the inequality.6
? 5
A. 
< x < 
B. x ? - 
, x ? - 
C. x ? 
, x ? 
D. x ? 
, x ? 
Provide an appropriate response.Suppose the ratio of the number of hours a coffee shop is opened to the number of daily customers it gets is constant. When it is opened 3 hours, the number of customers is 180 less than the maximum number of customers. When it is opened 11 hours, the number of customers is 20 less than the maximum number of customers. Write an equation describing this situation and find the maximum number of daily customers.
What will be an ideal response?
A firm that seeks to encourage innovation must support
A. rapid progress from idea to product. B. risk minimization programs. C. "quirky" employees. D. failure of innovative products.
Multiply.-4(6)
A. -24 B. -30 C. -20 D. 20