Find the relative growth rateassume the relative growth

Find the relative growth rate.

Assume the relative growth rate is a linear function of population at time t by using the formula .
(1/p)(dp/dt) = b + at.

Time	T	Population	symmetric difference quotient	Relative Growth Rate
1790	0	3.9
1800	10	5.3	0.1650
1810	20	7.2	0.2150
1820	30	9.6	0.2850
1830	40	12.9	0.3750
1840	50	17.1	0.5150
1850	60	23.2	0.7150
1860	70	31.4	0.8300
1870	80	39.8	0.9400
1880	90	50.2	1.1550
1890	100	62.9	1.2900
1900	110	76	1.4550
1910	120	92	1.4850
1920	130	105.7	1.5400
1930	140	122.8	1.3000
1940	150	131.7	1.4250
1950	160	151.3	2.3800
1960	170	179.3	2.6000
1970	180	203.3	2.3600
1980	190	226.5	2.2700
1990	200	248.7	2.7450
2000	210	281.4

Rate of change occurs in a side of a triangle with respect : rate of change occurs in a side of a triangle with respect to the change occurs in another side.a ladder that is 25

Rate related problemsthe distance s in feet covered by a : rate related problems.the distance s in feet covered by a car t seconds after starting from rest is given by st

Find the taylors formula for estimation of cosine : find the taylors formula for estimation of cosine function.use tayors formula for fx cos x - x-x2 13x- x23nbsp-

Root test for convergence of geometric seriesuse the root : root test for convergence of geometric series.use the root test to show that a geometric series converges only if its

Find the relative growth rateassume the relative growth : find the relative growth rate.assume the relative growth rate is a linear function of population at timenbsptnbspby

Solving differential equations with initial conditionshow : solving differential equations with initial conditionshow much would it cost to solve this onesuppose organisms grow in

Differential equations with initial conditionsfor the : differential equations with initial conditionsfor the following description of a cell write a differential equation

Solving on numerical method - euler methodsapply eulers : solving on numerical method - euler methodsapply eulers method to the following differential equation to estimate the

Application of calculus-optimization problemtwo vertical : application of calculus-optimization problemtwo vertical poles pq and st are secured by a rope prs going from the top