The amount C, in pounds, of food consumed in a day by a sheep depends on the amount V, in pounds per acre, of vegetation available. The relationship is given by the rational function
.
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A: What is the horizontal asymptote for this rational function? Round your answer to two whole number.B: Make a graph of the amount of food consumed in a day versus the amount of vegetation available, together with the graph of the horizontal asymptote. Include vegetation levels up to 1000 pounds per acre.C: Explain in practical terms the meaning of the horizontal asymptote.
What will be an ideal response?
A: The horizontal asymptote is the line 
.
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B:
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C: The most that a sheep will consume in a day, no matter how much vegetation is available, is 4 pounds.
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Express as a single logarithm and, if possible, simplify.loga0.01 + loga 1000
A. 0.01 loga 1000
B. loga 0.01 ? loga 1000
C. loga 
D. loga 10
Solve the problem.A committee is to be formed. Possible candidates for the committee are Anne, Daniel, Raul, Sarah, and Teresa. Denoting these five people by a, d, r, s, t, list all possible committees of three people (ie list all possible subsets of size three).
A. {a, d, r}, {a, d, s}, {a, d, t}, {a, r, s}, {a, r, t}, {a, s, t}, {d, r, s}, {d, r, t}, {d, s, t}, {r, s, t}, 
B. {a, d, r}, {a, d, s}, {a, d, t}, {a, r, s}, {a, r, t}, {a, s, t}, {d, r, t}, {d, s, t}, {r, s, t}
C. {a, d, r}, {a, d, s}, {a, d, t}, {a, r, s}, {d, r, s}, {d, r, t}, {d, s, t}, {r, s, t}
D. {a, d, r}, {a, d, s}, {a, d, t}, {a, r, s}, {a, r, t}, {a, s, t}, {d, r, s}, {d, r, t}, {d, s, t}, {r, s, t}
Find the GCF of the given terms.34y3 and 85y2
A. 170y3 B. 17y3 C. 170y2 D. 17y2
Solve using Cramer's Rule.
A. (9, 2) B. (-9, -2) C. (-2, 9) D. (2, 9)