Unit Conversion and Box Capacity

This video tutorial teaches how to approach real-life word problems requiring multiple unit conversions. It uses a practical example involving bags and boxes of crackers to demonstrate converting larger units to smaller ones using tables and pattern recognition. The tutorial guides viewers through solving the problem by calculating the weight capacity of bags in ounces and determining the cost of filling them with boxes of crackers. The lesson emphasizes the importance of unit consistency and provides a step-by-step approach to ensure all parts of the problem are addressed.

What is the primary focus when converting units in this lesson?

• Converting smaller units to larger units

• Converting larger units to smaller units

• Using a calculator for conversions

• Ignoring unit conversions

Why is it important to convert units before solving the problem?

• To reduce the number of steps

• To avoid using a calculator

• To ensure all measurements are in the same unit

• To make the problem more complex

What is the conversion factor used to convert pounds to ounces?

• 18

• 12

• 14

• 16

How many ounces can Bag A hold at most?

• 240 oz

• 224 oz

• 192 oz

• 160 oz

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

• 288 oz

• 240 oz

• 224 oz

• 192 oz

Which bags can hold at least five boxes of crackers?

• Only Bag A

• Only Bag B

• Bags B and C

• All bags

How many boxes can Bag C hold in total?

• Six boxes

• Five boxes

• Four boxes

• Seven boxes

What is the cost of one box of crackers?

• $2.55

• $3.40

• $1.70

• $0.85

How much will it cost to fill Bags B and C with the boxes?

• $9.35

• $10.20

• $8.50

• $11.05

What is the total number of boxes that Bags B and C can hold together?

• 11 boxes

• 12 boxes

• 10 boxes

• 9 boxes