-. Let fiz) be the branch Z-l+i = exp[(-1+i) log 2], 12/20 ocargz

Use the result from the previous exercise to graph the logistic model P(t)=201+4e0.5t along with its inverse on the same axis. What are the intercepts and asymptotes of each function?

If you travel 300 miles on the first day and then drive v miles per hour for t hours on the second day, then the total distance traveled over the teo-day period is given by d=300+vt miles. Use a formula to express v as a function of d and t for this two-day event.

What is the y -intercept on the graph of the logistic model given in the previous exercise?

Select the function that is O(2n)?

Let n be a positive integer. Define the function fn (2) by dzn (2² Find the value of f(-1 + i). fn(z) = + 2x + 2)".

27a b² Evaluate log, (- V81cd whenever log, (a) = 4, log3 (b) = 0, log, (c) = -1, and %| log3 (d) = -2. %3D

Evaluate I = | J=(1+e-x)²

Consider the function f : R+ +R defined by f(r) = 2e(2z+5)log(2r+5) 5 + If ƒ convex or concave ? Why ?

Consider the following function: 3x 10z - 17 1 - 10x -1 f(x) = 17 10 2 13 1 a) What is the highest order of e in this function?