The following question refers to a country with five states. There are 250 seats in the legislature, and the populations of the states are given in the table below.
Under Jefferson's method, the apportionments to each state are
A. State A: 6; State B: 23; State C: 116; State D: 96; State E: 9.
B. State A: 7; State B: 22; State C: 117; State D: 95; State E: 9.
C. State A: 6; State B: 22; State C: 118; State D: 96; State E: 8.
D. State A: 6; State B: 22; State C: 117; State D: 96; State E: 9.
E. none of these
Answer: C
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Perform the indicated division by synthetic division.(x2 - 4) ÷ (x + 2)
A. 2x - 2, R = 0 B. x + 2, R = 0 C. x - 4, R = 0 D. x - 2, R = 0
The first two terms of a geometric sequence are G0 = 1260 and G1 = 882.Find G3.
A. 302.526 B. 432.18 C. 302.526 D. 4333.266 E. 5040.738
Solve and graph. Write the answer in set-builder notation.-6 ? 
A. {n |n ? -12}
B. {n |n > -12}
C. {n |n < -12}
D. {n |n ? -12}
Graph the polynomial function. Use synthetic division and the remainder theorem to find the zeros.f(x) = -x3 - 3x2 + 4
A. -2 (multiplicity 2), 1;
B. -2, -1, 2;
C. 1 (multiplicity 2), -2;
D. -2, 1, 2;