Write the fraction.Of the 208 students at a high school, 34 are seniors. What fraction of the students are NOT seniors?
A. 
B. 
C. 
D. 
Answer: B
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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.
Provide an appropriate response.Solving for fractal dimension, we use the rule that 
.
A. log
= log a - log b
B. log(a + b) = log(a) log(b)
C. log ab = log a + log b
D. log ax = x log a
How many fields of study were less than 40% male?
The double bar graph below shows the percents of associate degrees awarded to
males and females for selected fields of study in the United States in 2003. Degrees awarded
to females are graphed above degrees awarded to males.
A) 6
B) 3
C) 4
D) 7
E) 5
Find the inverse of the function.j = {(15, 3), (13, 4), (11, 5), (9, 6)}
A. j-1 = {(4, 3), (3, 11), (15, 13), (4, 5)}
B. j-1 = {(3, 15), (4, 13), (5, 11), (6, 9)}
C. j-1 = {(4, 3), (6, 11), (15, 11), (4, 5)}
D. j-1 = {(15, 
), (13, 
), (11, 
), (9, 
)}