Multiplying by Fractions Greater than One

This video tutorial explains how multiplying by a fraction greater than one affects the product, using visual models. It begins with an introduction to the concept, followed by a review of key multiplication and fraction concepts. The tutorial addresses common misunderstandings, such as the belief that the product is always greater than the factors. Through a visual model example, it demonstrates how multiplying by a fraction greater than one results in a larger product. The video concludes by summarizing the key points learned.

What is a fraction with a numerator greater than its denominator called?

• A whole number

• A fraction greater than one

• A fraction equal to one

• A fraction less than one

If Antonio has 12 ninths of blocks, how many whole sets does he have?

• 3/4 of a set

• 1 set

• 2 sets

• 1 and 1/3 sets

What is a common misunderstanding about the product in a multiplication equation?

• The product is always a fraction

• The product is always less than the factors

• The product is always equal to the factors

• The product is always greater than the factors

In the example of projecting Lucy's paper, what is the size of the projected image compared to the original?

• Smaller than the original

• Equal to the original

• Larger than the original

• Half the size of the original

What happens to the product when you multiply by a fraction greater than one?

• It becomes smaller

• It becomes a fraction

• It remains the same

• It becomes larger