Juice Consumption and Fractions

The video tutorial explains how Caitlyn and Haley share a pitcher of juice. Caitlyn drinks 5/10 and Haley drinks 31/100 of the pitcher. The tutorial demonstrates how to calculate the remaining juice by converting fractions to a common denominator, summing the consumed amounts, and subtracting from the whole pitcher. The final result shows 47/100 of the pitcher is left.

What is the main problem discussed in the video?

• How to make juice

• How to split a pitcher of juice

• How to drink juice

• How to calculate the amount of juice left

What is the initial amount of juice in the pitcher expressed as a fraction?

• 25/100

• 100/100

• 75/100

• 50/100

How do we convert Caitlyn's consumption to a fraction with 100 as the denominator?

• By subtracting 10

• By multiplying by 10

• By adding 10

• By dividing by 10

What fraction of the pitcher did Caitlyn drink?

• 50/100

• 5/10

• 51/100

• 5/100

What fraction of the pitcher did Haley drink?

• 3/10

• 3/100

• 31/100

• 30/100

What is the total fraction of the pitcher consumed by Caitlyn and Haley together?

• 31/100

• 53/100

• 50/100

• 51/100

What is the final fraction of the pitcher that is left?

• 31/100

• 47/100

• 53/100

• 50/100

What operation is used to find the remaining juice in the pitcher?

• Division

• Subtraction

• Multiplication

• Addition