Respuesta :
Answer:
- constant: one-time fee
- coefficient: per-person fee
Step-by-step explanation:
The total fee will be the sum of the one-time fee (a constant) and the product of the number of people and the fee per person (the coefficient).
If you are interested in the fee, you must multiply the fee per person by the number of persons. In that product, the number of persons is the variable, and its coefficient is the fee per person.
The one-time fee remains the same for any number of persons. It is constant.
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Additional comment
The role the numbers play depends on what you define as "this situation." In the above, we have assumed that the value of interest is the total fee paid. That is not the only "situation" being described.
If your "situation" is concerned with the average fee paid per person, the equation for that will be ...
avg fee = 5.25 + 3.50/n . . . . for n persons
In this equation, the constant is 5.25 (the per-person fee), and the coefficient is 3.50 (the one-time fee).
You always need to be certain what is mean by "this situation" when you are asked to describe it in equations.
The admission fee per person is the coefficient term and the one-time fee is the constant term.
Given
The zoo charges the Garcia family an admission fee of $5.25 per person.
And a one-time fee of $3.50 to rent a wagon for their young children.
What is coefficient and constant variable?
The coefficient is the term that is written with a variable or multiplied by the variable.
The constant is the term that can not be multiplied by any variable.
Here the admission fee per person is the coefficient term.
And the one-time fee is the constant term.
The expression represents the given condition.
[tex]\rm = 5.25 \times n +3.50\\\\=5.25n+3.50[/tex]
Hence, the admission fee per person is the coefficient term and the one-time fee is the constant term.
To know more about the Constant variable click the link given below.
https://brainly.com/question/11234895
