Solve the system. If there is no solution or if the system's equations are dependent, so state.
A. {(-2, 3, 4)}
B. no solution or ?
C. {(-2, 4, 3)}
D. infinitely many solutions; dependent equations
Answer: C
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Solve the problem.Use the Huntington-Hill method to apportion eleven seats among State P, State Q, and State R. The populations of the states are State P, 0.75 million; State Q, 1.2 million; and State R, 1.5 million. Begin by giving one representative to each state. List the order in which the representatives are apportioned.
A. R, Q, P, R, Q, R, Q, R, Q, R, R B. R, Q, P, Q, R, P, Q, R, Q, R, P C. R, Q, P, R, Q, R, P, Q, R, Q, R D. R, Q, P, R, Q, R, P, Q, R, Q, P
Find the limit.
ln
A. 0 B. ln 2 C. -ln 2 D. No limit
Multiply.(12x + y)(12x - y)
A. 144x2 - y2 B. 144x2 - 24xy - y2 C. 24x2 - y2 D. 144x2 + 24xy - y2
Provide an appropriate response.Consider the logistic function f(x) = 
, where b > 0. What is the limiting value of this function?
What will be an ideal response?