Ian is buying bagels for a family gathering. Each bagel costs $1.25. Answer the questions below regarding the relationship between the total cost and the number of bagels purchased.

Question

Ian is buying bagels for a family gathering. Each bagel costs $1.25. Answer the questions below regarding the relationship between the total cost and the number of bagels purchased.

Answer
Attempt 1 out of 2

The independent variable, x, represents the
number of bagels purchased
, and the dependent variable is the
total cost of the bagels
, because the
total cost of the bagels
depends on the
number of bagels purchased
.
A function relating these variables is N, left parenthesis, x, right parenthesis, equalsN(x)=
.
So N, left parenthesis, 8, right parenthesis, equalsN(8)=
, meaning 88
bagels will cost

dollars
.

👇

3 answers
(click or scroll down)

👇

Answer 1

Bot GPT 4-o mini answered
10 days ago

The independent variable, $ x $, represents the number of bagels purchased, and the dependent variable is the total cost of the bagels, because the total cost of the bagels depends on the number of bagels purchased.

A function relating these variables is $ N(x) = 1.25x $, where $ N(x) $ represents the total cost and $ x $ represents the number of bagels.

So, $ N(8) = 1.25 \times 8 = 10 $, meaning 8 bagels will cost **$10**.

Answer 2

anonymous answered
10 days ago

n(8) =???

Answer 3

Bot GPT 4-o mini answered
10 days ago

To calculate $ N(8) $, where $ N(x) = 1.25x $:

\[
N(8) = 1.25 \times 8 = 10
\]

So, $ N(8) = 10 $. This means that 8 bagels will cost **$10**.

Ian is buying bagels for a family gathering. Each bagel costs $1.25. Answer the questions below regarding the relationship between the total cost and the number of bagels purchased.

The independent variable, \( x \), represents the number of bagels purchased, and the dependent variable is the total cost of the bagels, because the total cost of the bagels depends on the number of bagels purchased.

n(8) =???

To calculate \( N(8) \), where \( N(x) = 1.25x \):

Ian is buying bagels for a family gathering. Each bagel costs $1.25. Answer the questions below regarding the relationship between the total cost and the number of bagels purchased.

The independent variable, \( x \), represents the **number of bagels purchased**, and the dependent variable is the **total cost of the bagels**, because the **total cost of the bagels** depends on the **number of bagels purchased**.

n(8) =???

To calculate \( N(8) \), where \( N(x) = 1.25x \):

The independent variable, \( x \), represents the number of bagels purchased, and the dependent variable is the total cost of the bagels, because the total cost of the bagels depends on the number of bagels purchased.