Understanding Tristan's Pay Structure

The video tutorial explains how Tristan's weekly pay is calculated based on a fixed amount and the number of frozen bananas sold. It uses the equation P = 0.67n + 160, where P is the weekly pay and n is the number of bananas sold. The tutorial demonstrates how to calculate Tristan's pay if he sells 340 bananas and how to determine the number of bananas sold if he earns a specific amount, such as $535.20. The process involves substituting values into the equation and solving for the unknown variable.

What is the fixed amount Tristan earns per week?

• $67

• $340

• $160

• $535

How much does Tristan earn per banana sold?

• $0.50

• $1.60

• $0.67

• $0.75

If Tristan sells 340 bananas, what is his total pay for the week?

• $340.00

• $535.20

• $160.00

• $387.40

What is the equation used to calculate Tristan's weekly pay?

• P = n + 160

• P = 0.67 + 160n

• P = 160n + 0.67

• P = 0.67n + 160

If Tristan's weekly pay is $535.20, how many bananas did he sell?

• 560

• 340

• 160

• 535

What is the first step to find the number of bananas sold if the weekly pay is known?

• Add 160 to the total pay

• Divide the total pay by 0.67

• Multiply the total pay by 0.67

• Subtract 160 from the total pay

After subtracting 160 from the total pay, what is the next step to find the number of bananas sold?

• Multiply by 0.67

• Divide by 0.67

• Add 160

• Subtract 0.67

What does the variable 'n' represent in the equation P = 0.67n + 160?

• Weekly pay

• Number of bananas sold

• Fixed amount

• Total sales

What does the variable 'P' represent in the equation P = 0.67n + 160?

• Number of bananas sold

• Weekly pay

• Fixed amount

• Total sales

If Tristan sells no bananas, what will his weekly pay be?

• $67

• $535

• $0

• $160