29. dP dt = 0.0002P(1200 - P) and P = 20 when t = 0.
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- An object moves on a horizontal coordinate line. Its directed distance s from the origin at the end of t seconds is s(t) = t^3 − 9t^2 + 24t − 16 feet. With full solution please(d) when is the particle slowing down?(e) what is the total distance travelled by the particle after 4 seconds? with drawing of line please thank youThe price of crude oil during the period 2000-2010 can be approximated by P(t) = 6t + 18 dollars per barrel (0 sts 10) in year t, where t = 0 represents 2000. Saudi Arabia's crude oil production over the same period can be approximated by Q(t) = -0.036t2 + 0.62t + 8 million barrels per day (0 sts 10).t Use these models to estimate Saudi Arabia's daily oil revenue and also its rate of change in 2007. (Round your answers to the nearest $1 million.) daily oil revenue $ million rate of change in 2007 $ million/yrA ball is thrown directly upward from the edge of a cliff and travels in such a way that t seconds later, its height in meters is given by the position function s(t)= -16t^2 + 56t + 24. Find the average velocity over the time interval [1,2].
- Let f(x)=5.9x^2-4.5x. Find the equation of the secant line on the graph f(x) between x1=6 and x2=12. write your answer in mx+b format.The price of crude oil during the period 2000-2010 can be approximated by P(t) = 6t + 18 dollars per barrel (0 st s 10) in year t, where t = 0 represents 2000. Saudi Arabia's crude oil production over the same period can be approximated by Q(t) = -0.036t2 + 0.62t + 8 million barrels per day (0 sts 10).t Use these models to estimate Saudi Arabia's daily oil revenue and also its rate of change in 2002. (Round your answers to the nearest $1 million.) daily oil revenue million rate of change in 2002 $ million/yra ball is thrown straight upwards from a tower (40 feet high) so that its position, s in feet, at time, t in seconds, is given by s= -16t^2 +48t + 40; 0<T find the initial velocity of the ball
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