Solve.On a map, 1 in. represents 120 miles. How much does 
in. represent?
A. 72 mi
B. 62 mi
C. 200 mi
D. 82 mi
Answer: A
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Solve the problem.A patient takes 100 mg of medication every 24 hours. 80% of the medication in the blood is eliminated every 24 hours.a. Let dn equal the amount of medication (in mg) in the blood stream after n doses, where d1 = 100. Find a recurrence relation for dn.b. Show that 
is monotonic and bounded, and therefore converges.c. Find the limit of the sequence. What is the physical meaning of this limit?
A. a. dn + 1 = 0.2dn + 100, d1 = 100 b. dn satisfies 0 ? dn ? 150 for n ? 1 and its terms are increasing in size. c. 150; in the long run there will be approximately 150 mg of medication in the blood. B. a. dn + 1 = 0.2dn + 100, d1 = 100 b. dn satisfies 0 ? dn ? 125 for n ? 1 and its terms are increasing in size. c. 125; in the long run there will be approximately 125 mg of medication in the blood. C. a. dn + 1 = 0.8dn + 100, d1 = 100 b. dn satisfies 0 ? dn ? 150 for n ? 1 and its terms are increasing in size. c. 150; in the long run there will be approximately 150 mg of medication in the blood. D. a. dn + 1 = 0.8dn + 100, d1 = 100 b. dn satisfies 0 ? dn ? 125 for n ? 1 and its terms are increasing in size. c. 125; in the long run there will be approximately 125 mg of medication in the blood.
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Answer the following statement true (T) or false (F)
Find the horizontal asymptote, if any, of the graph of the rational function.f(x) = 
A. y = 3
B. y = 
C. y = 0
D. no horizontal asymptote
Solve the equation by completing the square.x2 + 4x = 3
A. {-2 - 2
, -2 + 2
}
B. {-2 - 
, -2 + 
}
C. {-1 - 
, -1 + 
}
D. { 2 + 
}