A creative group of students produces a reality television show that features aspects of college and dorm live. Once the show begins airing on the university's public access cable channel, the function shown below represents the number of weeks that pass until x percent of the campus is watching the show. Compute w(50), to one decimal place, and interpret the results in the context of this problem. wx=(x+125)1/3 A.It will be about until 6 weeks until 50 percent of the campus is watching the show. B.It will be about 5.6 weeks until about 50 percent of the campus is watching the show. C.It will be about 5.7 weeks until about 60 percent  of the campus is watching the show. D.It will be about 5.5 weeks until about 50 percent of  the campus is watching the show.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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A creative group of students produces a reality television show that features aspects of college and dorm live. Once the show begins airing on the university's public access cable channel, the function shown below represents the number of weeks that pass until x percent of the campus is watching the show. Compute w(50), to one decimal place, and interpret the results in the context of this problem.

wx=(x+125)1/3

A.It will be about until 6 weeks until 50 percent of the campus is watching the show.

B.It will be about 5.6 weeks until about 50 percent of the campus is watching the show.

C.It will be about 5.7 weeks until about 60 percent  of the campus is watching the show.

D.It will be about 5.5 weeks until about 50 percent of  the campus is watching the show.

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