Provide an appropriate response.Two candidates for a sample space, S1 and S2, are proposed. S1 = {HH, HT, TH, TT}, and 
Is S1 acceptable? Is S2 acceptable?
A. Only S1 is acceptable.
B. Only S2 is acceptable.
C. Neither S1 nor S2 is acceptable.
D. Both S1 and S2 are acceptable.
Answer: D
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Express the integrand as a sum of partial fractions and evaluate the integral.
dx
A. 4 ln 
+ ln 
+ 
tan-1 
+ C
B. 5 ln 
+ 
- ln 
+ sin-1 
+ C
C. 7 ln 
+ ln 
+ 
tan-1 
+ C
D. 4 ln 
- 
+ ln 
+ 
tan-1 
+ C
Use the vectors v, u, w, and z to draw the indicated vector. 
v - w
A. 
B. 
C. 
D. 
Determine whether the infinite geometric series converges. If the series converges, determine the limit.
+ +
+ 
+ ...
A. Converges; 
B. Diverges
C. Converges; 
D. Converges; 
Solve the problem.The table below shows the population of a city in various years. Use the data to draw a graph of the population as a function of time. Use the graph to estimate when the population reached 6.4 million 
A. 1985 B. 1984 C. 1987 D. 1986