Question
In 2013, a certain company's annual revenue was 76 billion dollars and growing at the rate...
in 2013, a certain company's annual revenue was 76 billion dollars and growing at the rate of 3.3x+17.1 billion dollars per year, where the number of years since 2013. Find a formula to predict this company's annual revenue at any time Ix) - 1.0² + 17. pc + 76 x Use your formula to predict their revenue in 2020. (Hound your answer to one decimal place) Need Help?
The weekly sales in thousands) of a new product are predicted to be S(x) = 900 - 800 -6.lk after x weeks. Find the rate of change of sales after the following amounts of time. (Round your answers to one decimal place.) 148 x thousand sales per week (b) 7 weeks 217 X thousand sales per week Need Help?
In 2013, a certain company's annual revenue was 76 billion dollars and growing at the rate of 3.5+ 17.1 Million dollars per year, where x is the number of years since 2013. Pind a formula to predict this company's annual revenue at any timex 10) - 1.6.2 + 17.1x + 76 Use your formula to predict their revenue in 2020. (Round your answer to one decimal place) $ billion Need Help? Submit Answer
The weekly sales (in thousands) of a new product are predicted to be ) - 900 - 800-9.1% after x weeks. Find the rate of change of sales after the following amounts of time. (Round yo to one decimal place.) (a) 1 week 144 x thousand sales per week (b) 21.7 7 weeks X thousand sales per week Need Help? Read Watch it Talk to a Tutor
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764 3.384 17.1 3.32 +93.4. I 80 (-0.1*7 en In 2003, a contain compony's annual revenue was 76 billion dollars and growing at rate 3.34 11t1 billion dollars. por year. so, in 2014 company's revenus Hence, after any time a company's annual revenue will be a f(x) = (3.50 +1EL) & 176 ) 3.324 +17.1X + 76 weekles sales predicted Rate change of sales, AS (2) After sesek rate of charge of sales viel be 80e ~ 72 4 thousand per week. After a weeka 7 = 5.675 ~ 5.7 da s(2) = 900 - 800 e -0.12 where 2 x=.in weeks. 800 x Co.g) e 0.1% 800 o.la .-0.101
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