A creative group of students produces a reality television show that features various aspects of college and dorm life. Once the show begins airing on the university's public access cable channel, the function $w ( x ) = ( x + 125 ) ^ { 1 / 3 }$ 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 result in the context of this problem.

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The Answer of A creative group of students produces a reality television show that features various aspects of college and dorm life. Once the show begins airing on the university's public access cable channel, the function $w ( x ) = ( x + 125 ) ^ { 1 / 3 }$ 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 result in the context of this problem.

A Creative Group of Students Produces a Reality Television Show w(x)=(x+125)1/3w ( x ) = ( x + 125 ) ^ { 1 / 3 }w(x)=(x+125)1/3

A Creative Group of Students Produces a Reality Television Show $w ( x ) = ( x + 125 ) ^ { 1 / 3 }$