Chocolates and Flowers Budgeting

The video tutorial explains how to model a real-world problem involving gift baskets using a linear equation. Dy buys chocolates and flowers for new employees, spending exactly $30. The tutorial defines variables X and Y for chocolates and flowers, respectively, and guides viewers through formulating the correct equation. It evaluates different equation options, ultimately selecting the correct one: 2X + 5Y = 30.

What is the total budget Dy has for buying chocolates and flowers?

• $35

• $30

• $25

• $20

What does the variable X represent in the problem?

• The number of flower stems

• The number of chocolate boxes

• The total cost of chocolates

• The total cost of flowers

How much does each box of chocolates cost?

• $4

• $1

• $2

• $3

What is the cost of each stem of flowers?

• $3

• $6

• $4

• $5

Which equation correctly models the total spending on chocolates and flowers?

• 2X + 5Y = 30

• 2X + 30 = 5Y

• 2X * 5Y = 30

• 5X + 2Y = 30

Why is the equation 5X + 2Y = 30 incorrect?

• It uses the wrong coefficients for X and Y

• It has an extra variable

• It multiplies the variables instead of adding

• It does not equal the total budget

What is the main reason the equation 2X + 30 = 5Y is incorrect?

• It multiplies the variables instead of adding

• It uses the wrong coefficients for X and Y

• It incorrectly represents the total budget

• It has an extra variable