Converting Units of Measurement

This video tutorial teaches how to solve real-life problems involving unit conversions, specifically focusing on converting ounces to pounds. It introduces a performance task where students must find combinations of apples and oranges within a $5 budget, highlighting common mistakes and the importance of using consistent units. The tutorial demonstrates using tables to organize information and calculate possible combinations, providing a step-by-step solution to the task.

What is the pattern identified when converting ounces to pounds?

• Multiply ounces by 16 to get pounds

• Divide ounces by 16 to get pounds

• Subtract 16 from ounces to get pounds

• Add 16 to ounces to get pounds

Why is it important to convert all units to the same type before solving a problem?

• To avoid using tables

• To ensure accurate calculations

• To reduce the number of steps

• To make the problem more complex

How many pounds are equivalent to 48 ounces?

• 5 pounds

• 2 pounds

• 4 pounds

• 3 pounds

What is the cost of 3 pounds of oranges?

• $4.00

• $1.00

• $2.00

• $3.00

If Joel buys 3 pounds of Macintosh apples and 1 pound of Gala apples, how much does he spend?

• $5.20

• $5.00

• $4.80

• $3.80

What is one possible combination of fruit Joel can buy for exactly $5?

• 2 pounds of Gala apples and 9 pounds of oranges

• 3 pounds of Macintosh apples and 2 pounds of Gala apples

• 1 pound of each type of apple and 3 pounds of oranges

• 5 pounds of Macintosh apples and 1 pound of Gala apples

Why might a store sell 3 pounds of oranges for $1?

• To make a profit

• To increase the price

• To reduce stock quickly

• To confuse customers