In order to build a competitive advantage, a firm must
A. integrate its resources to form capabilities
B. develop competencies that are distinctive and rare
C. create value for its customers
D. all of these are required for a competitive advantage
Answer: D
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Solve the problem.The charges for renting a moving van are $65 for the first 40 miles and $7 for each additional mile. Assume that a fraction of a mile is rounded up. a. Determine the cost of driving the van 98 miles.b. Find a symbolic representation for a function f that computes the cost of driving the van x miles, where 
(Hint: express f as a piecewise-constant function.)
A. a. $471; b. f(x) =
B. a. $6776; b. f(x) =
C. a. $1031; b. f(x) =
D. a. $471; b. f(x) =
Find the sum.-21.0 + [15.4 + (-9.7)]
A. 26.7 B. 4.1 C. -15.3 D. 46.1
Use Bayes' rule to find the indicated probability.49% of the workers at Motor Works are female, while 52% of the workers at City Bank are female. If one of these companies is selected at random (assume a 50-50 chance for each), and then a worker is selected at random, what is the probability that the worker is female, given that the worker comes from City Bank?
A. 25.5% B. 26% C. 49% D. 24.5%
Establish the identity.
= cot ? - tan ?
What will be an ideal response?