In part b of this question, they are asking for the function notation that represents each statement.
So, first, what is function notation?
Well, I will show you an example:

For part b) i, we need to write the function notation of the area of a circle whose radius is 2.64 cm,
The area of any circle is given by the following formula:

in this problem we are told that r = 2.64 cm, therefore, A, in function notation, when r=2.64cm, will be the following:

Now, let's see part b) ii.
in part a, you already defined what a function for that matter would look like, so we just need to replace A = 1370 cm^2
so, the function notation form that would define it, is
![g(1370)=\sqrt[]{(1371)/(\pi)}](https://img.qammunity.org/2023/formulas/mathematics/college/hyk54zcuoifr5ok4ag1agyema6gog92lv0.png)
or
g(1370) = sqrt(1370/pi)