This video tutorial teaches how to approach real-life word problems requiring multiple conversions. It demonstrates converting larger units to smaller units using a table and pattern recognition. The example problem involves determining which bags can hold a certain number of cracker boxes and calculating the cost. The tutorial emphasizes the importance of unit conversion and provides a step-by-step solution, ensuring all questions are answered.

What is the primary method used to convert larger units to smaller units in this lesson?

• Using a ruler

• Using a graph

• Using a table

• Using a calculator

Why is it important to convert units before solving the problem involving bags and boxes?

• To reduce the number of steps

• To avoid using a calculator

• To ensure the units are consistent

• To make the problem easier

How many ounces are in 10 pounds according to the conversion pattern?

• 160 ounces

• 180 ounces

• 200 ounces

• 220 ounces

What is the weight capacity range of Bag A in ounces?

• 200 to 220 ounces

• 256 to 288 ounces

• 224 to 240 ounces

• 160 to 192 ounces

What is the pattern used to convert pounds to ounces?

• Multiply by 10

• Multiply by 12

• Multiply by 14

• Multiply by 16

What is the total weight of five boxes of crackers in ounces?

• 220 ounces

• 240 ounces

• 200 ounces

• 260 ounces

Which bags can hold at least five boxes of crackers?

• All bags

• Bags B and C

• Only Bag B

• Only Bag A

How many boxes can Bag C hold?

• Six boxes

• Seven boxes

• Five boxes

• Four boxes

How much does it cost to fill bags B and C with boxes of crackers?

• $8.50

• $85.00

• $935.00

• $9.35

What is the cost of one box of crackers?

• $85.00

• $0.85

• $1.70

• $8.50