Question
Write an algebraic expression for each phrase. a. The cost of a number of hot dogs that are $2 each
b. The length of a line that increases by 6 units every time
c. The total value of a number of quarters and dimes
b. The length of a line that increases by 6 units every time
c. The total value of a number of quarters and dimes
Answers
GPT-4o mini
Sure! Here are the algebraic expressions for each phrase:
a. The cost of a number of hot dogs that are $2 each:
Let \( x \) be the number of hot dogs. The algebraic expression is:
\[ 2x \]
b. The length of a line that increases by 6 units every time:
Let \( y \) be the initial length of the line. The algebraic expression representing the new length after increasing by 6 is:
\[ y + 6 \]
c. The total value of a number of quarters and dimes:
Let \( q \) be the number of quarters and \( d \) be the number of dimes. The value from quarters (each worth $0.25) and dimes (each worth $0.10) can be expressed as:
\[ 0.25q + 0.10d \]
If you need any further assistance or more examples, feel free to ask!
a. The cost of a number of hot dogs that are $2 each:
Let \( x \) be the number of hot dogs. The algebraic expression is:
\[ 2x \]
b. The length of a line that increases by 6 units every time:
Let \( y \) be the initial length of the line. The algebraic expression representing the new length after increasing by 6 is:
\[ y + 6 \]
c. The total value of a number of quarters and dimes:
Let \( q \) be the number of quarters and \( d \) be the number of dimes. The value from quarters (each worth $0.25) and dimes (each worth $0.10) can be expressed as:
\[ 0.25q + 0.10d \]
If you need any further assistance or more examples, feel free to ask!