Question

answer the following essay question:
Explain how to rewrite f(t) = 35 x 1.04^4t in f(x) = a times b^x form. Why might you do this?

Answer 1

Expressing as a standard exponential form will give $y=35(1.1698)^t$

How to write an exponential function

Given the following exponential function given as $g(t) = 35 \times 1.04^{4t}$

You are to write in standard notation form of $y = ab^x$

Write in a standard form

Expressing in standard notation, we will have:

$g(t) = 35 \times 1.04^{4t}\\g(t) = 35 \times (1.04^4)^t\\g(t) = 35 \times(1.1698)^t$

Expressing as a standard exponential form will give $y=35(1.1698)^t$
Learn more on exponential function here: https://brainly.com/question/2456547