Making Fruit Punch (Solve real-world problems involving multiplication of fractions and mixed numbers using visual model

Kelly needs to adjust a fruit punch recipe to serve 5 people instead of 8. The video explains how to calculate the required amounts of orange and cranberry juice using area models to multiply fractions. By representing the fractions visually, the video demonstrates how to find 5/8 of the original quantities, resulting in 15/32 liters of orange juice and 25/32 liters of cranberry juice. The lesson concludes with a summary of solving real-world problems using visual models for fraction multiplication.

What is the main challenge Kelly faces in preparing the fruit punch?

• She needs to serve more people than the original recipe.

• She wants to change the type of juice used.

• She needs to adjust the recipe to serve fewer people.

• She doesn't have enough ingredients.

How much of the original orange juice quantity does Kelly need to use?

• 1/2 of the original amount

• 1/4 of the original amount

• 3/4 of the original amount

• 5/8 of the original amount

What is the first step in using area models to calculate the orange juice needed?

• Draw a rectangle and divide it into columns and rows.

• Draw a circle and divide it into sections.

• Calculate the total number of guests.

• List the ingredients on a piece of paper.

How many boxes are shaded twice when calculating the orange juice needed?

• 10 boxes

• 25 boxes

• 15 boxes

• 20 boxes

What is the total number of boxes in the area model for orange juice?

• 40 boxes

• 16 boxes

• 24 boxes

• 32 boxes

How is the fraction 1 and 1/4 represented in the area model for cranberry juice?

• As a circle divided into 4 parts

• As a triangle divided into 3 parts

• As two rectangles, one for the whole number and one for the fraction

• As a single rectangle divided into 8 parts

What is the final amount of cranberry juice Kelly needs?

• 30/32 liters

• 15/32 liters

• 20/32 liters

• 25/32 liters