1) Find an equation of the tangent line to the graph of fat the point (2, f(2)).F(x) = 2(5x - 2)^4y=2) Find an equation of the tangent line to the graph of fat the point (2, F(2)).F(x) = x square root x^2 + 60Y=

PREVIOUS ANSWERS LARAPCALC10 2.5.070. MY NOTES ASK The number / of bacteria in a culture after t days is modeled by N = 400 1 3 ( 12 + 2) 2] Find the rate of change, in bacteria per day, of / with respect to t when the following values are true. (Round your answers to the nearest tenth.) (a) t = 0 x bacteria per day (b) t = 1 600 X bacteria per day (c) t = 2 133 x bacteria per day (d) t = 3 39 X bacteria per day (e) t= 4 14 X bacteria per day (f) What can you conclude? The rate of change of the population is always decreasing. The rate of change of the population is always increasing. O After the first day the rate of change of the population is decreasing