Good evening I wanted to know if someone can correct this exercise for me if possible?

Then a bacterial population contained in a solution increases from hour to hour.

We note f(t) the quantity of bacteria after t hours. A mathematical model of this evolution proposes f(t)= e^(0.1t).

1) construct an array of values ??of f for t even integers between 0 and 20

2)Graph f (Give the graph of f)

3) Determine the smallest integer value of t such that f(t) exceeds 1000.

Here are my answer for the array of values

f(x = 0) = 1. f(x = 2) = 1.2214 = = 1.49182 f(x = 6) = 1.82212 = 8 = 2.22554 f(x = 10) = 2.71828 f(x = 12) = 3.32012 f(x = 14) = 4.0552 f(x = 16) = 4.95303 f(xx = 18) = 6.04965 f(x = 20) = 7.38906