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Answer and Step-by-step explanation:

The rational function is the function that can be written in terms of ratio that contains two polynomial functions in which the denominator is not equivalent to zero

Now the two questions that should be asked which are as follows:

1. Translate real life to rational functions.

2. Process for translate to real life to rational functions

These two questions should be asked

Martebi

The two question that I want to ask to clarify the process of translating real life situation to rational function are

  1. How can I tell if a function is rational or not?
  2. How do rational functions apply in real life situation

For better understanding, lets explain what rational function means.

  • Rational function is simply known to be the function of the form f(x)= p(x)/q(x) where p(x) and q(x) are polynomial and q(x) cannot equal zero or simply say it is a function gotten when we divides one polynomial by another.
  • in real life, rational functions are often used in modeling more complex equations in science and engineering.

From the above we can therefore say that the answer The two question that I want to ask to clarify the process of translating real life situation to rational function are

  1. How can I tell if a function is rational or not?
  2. How do rational functions apply in real life situation, is correct

Learn more about rational functions from:

https://brainly.com/question/19044037