Provide an appropriate response.Use the fact that csc x = 
+ 
+ 
+ 
+ ... (for |x| < ?) to find the first four terms of the series for 2 csc(2x) 
and thus for ln tan x.
A. ln|x| - 
+ 
- 
+ ...
B. ln|x| - 
+ 
- 
+ ...
C. ln|x| + 
+ 
+ 
+ ...
D. ln|x| + 
+ 
+ 
+ ...
Answer: D
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Solve the problem.A company adopts an advertising campaign to weekly add to its customer base. It assumes that as an average fifty percent of its new customers, those added the previous week, will bring in one friend, but those who have been customers longer will not be very effective as recruiters and can be discounted. A media campaign brings in 10,000 customers initially. What is the expected total number of customers with whom the company can expect to have dealings?
A. 15,000 customers B. 20,000 customers C. The sum diverges to infinity. D. 30,000 customers
Solve the linear inequality. Other than ?, use interval notation to express the solution set and graph the solution set on a number line.-12x + 12 ? -3(3x - 2)
A. [2, ?)
B. (-?, 2)
C. (-?, 2]
D. (2, ?)
Solve the problem.Suppose the number of Quickie hamburgers (in millions) served yearly from 1987 to 2000 can be modeled by 
In this formula 
corresponds to 1987 and 
corresponds to 2000. Approximate how many million (rounded to the nearest million) Quickie hamburgers will be sold in 1995.
A. 405 million B. 358 million C. 31.392 million D. 85 million
Solve the problem.A grasshopper is perched on a reed 6 inches above the ground. It hops off the reed and lands on the ground about 6.6 inches away. During its hop, its height is given by the equation 
, where x is the distance in inches from the base of the reed, and h is in inches. How far was the grasshopper from the base of the reed when it was 4.75 inches above the ground? Round to the nearest tenth.
A. 0.9 inches B. 5.0 inches C. 0.6 inches D. 6.6 inches