Question
The value, v, of the nickels Fatima has is a function of n, the number of nickels she has. The diagram below represents that function.
Finish writing an equation that can be used to find v, the value of Fatima's nickels.
input
n, the number of nickels
rule
Input Output Arrow
5n
Input Output Arrow
output
v, the value of nickels in cents
v=
Finish writing an equation that can be used to find v, the value of Fatima's nickels.
input
n, the number of nickels
rule
Input Output Arrow
5n
Input Output Arrow
output
v, the value of nickels in cents
v=
Answers
GPT-4o mini
To find the value \( v \) of Fatima's nickels in cents, we can use the information given about the number of nickels \( n \). Each nickel is worth 5 cents. Therefore, if \( n \) represents the number of nickels, the total value in cents can be calculated by multiplying the number of nickels by the value of each nickel.
The equation that represents the relationship between \( n \) (the number of nickels) and \( v \) (the value of the nickels in cents) can be written as:
\[
v = 5n
\]
This means that to find the total value of Fatima's nickels in cents, you multiply the number of nickels she has by 5.
The equation that represents the relationship between \( n \) (the number of nickels) and \( v \) (the value of the nickels in cents) can be written as:
\[
v = 5n
\]
This means that to find the total value of Fatima's nickels in cents, you multiply the number of nickels she has by 5.