Solve the problem.A law firm has two senior partners (A and B) and three associate partners (C, D, and E). In order for any decision to be made concerning the practice, both senior partners and at least two associate partners must agree. Compute the Banzhaf power index for each voter. If another senior partner, F, is added, compute the new Banzhaf power index for each voter assuming that two senior partners and two associates must agree.
A. Prior: A and B have index of ; C, D, and E have index of
.
New: A, B, C, D, E, and F have index of .
B. Prior: A, B, and C have index of ; D and E have index of
.
New: A, B, C, D, E, and F have index of .
C. Prior: A and B have index of ; C, D, and E have index of
.
New: A, B, C, D, E, and F have index of .
D. Prior: A has index of ; B, C, D, and E have index of
.
New: A, B, C, D, E, and F have index of .
Answer: C
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Use a fraction to represent the shaded area of the figure.
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B.
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Find the product. Write the answer in standard form.(6 + 8i)(6 - 8i)
A. -28 B. 100 C. 36 + 64i2 D. 36 - 64i2
Solve the problem.Assume that college graduates and noncollege graduates have children in the same numbers. Suppose also that 70% of the children of college graduates also graduate from college. Of the children of noncollege graduates, 55% will graduate from college. Construct the transition matrix that represents this situation.
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B.
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D.