Jc0476738idn
Answered

Find solutions to your questions with the help of IDNLearn.com's expert community. Get accurate and comprehensive answers to your questions from our community of knowledgeable professionals.

Use the information given above to determine how to best complete the following sentences.

1. The constant of the polynomial represents the _____ in the price per pair of shoes.
2. The binomial [tex]\((30 + 5x)\)[/tex] is a factor of polynomial [tex]\(R(x)\)[/tex]. Does this binomial represent revenue, number of customers, or price per pair of shoes? Does this binomial take into account the price decreases?
3. The binomial represents the average _____ per week, taking into account the price decreases.

Sagot :

GinnyAnsweridn
To address the problem, let's break down the information provided to complete the sentences accurately:

1. Constant of the polynomial:
The constant of a polynomial in context often represents fixed elements that do not vary with changes in the variable. In the context of revenue or cost associated with a product like shoes, the constant typically represents base revenue or fixed costs incurred regardless of how many pairs of shoes are sold.

- The constant of the polynomial represents the base revenue/fixed costs in the price per pair of shoes.

2. Binomial (30 + 5x) as a factor of polynomial R(x):
Binomials can represent various aspects based on the context. When analyzing the binomial (30 + 5x), it appears to describe a relationship between a fixed element and a variable component. In this case, the binomial can be interpreted as representing revenue since it consists of a constant term (which can denote base revenue) and a variable term multiplied by a coefficient (which can relate to the revenue per unit).

- The binomial (30 + 5x) represents revenue.

Next, we need to consider whether this binomial accounts for price decreases. The given information indicates that it does not take price decreases into account.

- Does this binomial take into account the price decreases? No

3. The binomial as the average per week and the change due to price decreases:
Finally, we consider the meaning of the binomial on a weekly basis. Given that it represents revenue, its average implication on a weekly basis would also represent the average revenue per week.

- The binomial represents the average revenue per week,

Also, concerning the impact of price changes, it is explicitly stated that the price decreases are not considered in this binomial.

- the change due to price decreases. No

So, putting it all together, the complete sentences are:

- The constant of the polynomial represents the base revenue/fixed costs in the price per pair of shoes.
- The binomial (30+ 5x) is a factor of polynomial R(x). Does this binomial represent revenue, number of customers, or price per pair of shoes? Revenue
Does this binomial take into account the price decreases? No
- The binomial represents the average revenue per week, the change due to price decreases. No
We are happy to have you as part of our community. Keep asking, answering, and sharing your insights. Together, we can create a valuable knowledge resource. Find precise solutions at IDNLearn.com. Thank you for trusting us with your queries, and we hope to see you again.