Question
Shirts-2-Go sells t-shirts for a base price of $12 per shirt plus a fixed fee of $3 shipping and handling for the entire order. Shirts PLUS sells t-shirts for a base price of $8 per shirt plus a fixed fee of $23 shipping and handling for the whole order. Let x represent the number of shirts ordered and let y represent the total cost of the order.
Which equation represents the cost of an order at Shirts-2-Go?
Which equation represents the cost of an order at Shirts PLUS?
Which equation represents the cost of an order at Shirts-2-Go?
Which equation represents the cost of an order at Shirts PLUS?
Answers
GPT-4o mini
To write the equations representing the cost of an order for each company, we will use the variables \(x\) for the number of shirts ordered and \(y\) for the total cost of the order.
1. **For Shirts-2-Go**:
- The base price per shirt is $12.
- There is a fixed shipping and handling fee of $3.
- Therefore, the total cost \(y\) can be represented as:
\[
y = 12x + 3
\]
2. **For Shirts PLUS**:
- The base price per shirt is $8.
- There is a fixed shipping and handling fee of $23.
- Therefore, the total cost \(y\) can be represented as:
\[
y = 8x + 23
\]
So, the equations are:
- For Shirts-2-Go: \(y = 12x + 3\)
- For Shirts PLUS: \(y = 8x + 23\)
1. **For Shirts-2-Go**:
- The base price per shirt is $12.
- There is a fixed shipping and handling fee of $3.
- Therefore, the total cost \(y\) can be represented as:
\[
y = 12x + 3
\]
2. **For Shirts PLUS**:
- The base price per shirt is $8.
- There is a fixed shipping and handling fee of $23.
- Therefore, the total cost \(y\) can be represented as:
\[
y = 8x + 23
\]
So, the equations are:
- For Shirts-2-Go: \(y = 12x + 3\)
- For Shirts PLUS: \(y = 8x + 23\)