Monthly sales of a particular personal computer are expected to decline at a rate of S'(t) = - 3te computers per month, where t is time in months, and S(t) is the number of computers sold each month. The company plans to stop manufacturing this computer when monthly sales reach 700 computers. 0.2t If monthly sales now (t = 0) are 2,000 computers, find S(t). How long, to the nearest month, will the company continue to manufacture the computer? S(t) = The company will continue to manufacture the computer for approximately months.

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 8RE: Suppose an investment account is opened with aninitial deposit of 10,500 earning 6.25...
Question
Monthly sales of a particular personal computer are expected to decline at a rate of S'(t) = - 3te
computers per month, where t is time in months, and S(t) is the number of computers sold each
month. The company plans to stop manufacturing this computer when monthly sales reach 700
computers.
0.2t
If monthly sales now (t = 0) are 2,000 computers, find S(t). How long, to the nearest month, will the
company continue to manufacture the computer?
S(t) =
The company will continue to manufacture the computer for approximately
months.
Transcribed Image Text:Monthly sales of a particular personal computer are expected to decline at a rate of S'(t) = - 3te computers per month, where t is time in months, and S(t) is the number of computers sold each month. The company plans to stop manufacturing this computer when monthly sales reach 700 computers. 0.2t If monthly sales now (t = 0) are 2,000 computers, find S(t). How long, to the nearest month, will the company continue to manufacture the computer? S(t) = The company will continue to manufacture the computer for approximately months.
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