88. Sales analysis. Repeat Problem 86 if S' ( t ) = 500 t 1/4 + 300 and all other information remains the same. Use a graphing calculator to approximate the solution of the equation S ( t ) = 20,000 to two decimal places. 86. Sales analysis. The rate of change of the monthly sales of a newly released football game is given by S ′ ( t ) = 500 t 1 / 4 S ( 0 ) = 0 where t is the number of months since the game was released and S ( t ) is the number of games sold each month. Find S ( t ). When will monthly sales reach 20,000 games?
88. Sales analysis. Repeat Problem 86 if S' ( t ) = 500 t 1/4 + 300 and all other information remains the same. Use a graphing calculator to approximate the solution of the equation S ( t ) = 20,000 to two decimal places. 86. Sales analysis. The rate of change of the monthly sales of a newly released football game is given by S ′ ( t ) = 500 t 1 / 4 S ( 0 ) = 0 where t is the number of months since the game was released and S ( t ) is the number of games sold each month. Find S ( t ). When will monthly sales reach 20,000 games?
Solution Summary: The author explains the function S(t) and the number of months in order to reach monthly sales of 20,000 games.
88. Sales analysis. Repeat Problem 86 if S'(t) = 500t1/4 + 300 and all other information remains the same. Use a graphing calculator to approximate the solution of the equation S(t) = 20,000 to two decimal places.
86. Sales analysis. The rate of change of the monthly sales of a newly released football game is given by
S
′
(
t
)
=
500
t
1
/
4
S
(
0
)
=
0
where t is the number of months since the game was released and S(t) is the number of games sold each month. Find S(t). When will monthly sales reach 20,000 games?
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