To visually calculate the products, we represent 11.33 as a rectangle with sides 3.77 and 3, yielding approximately 11.31. For 111.33, the rectangle has sides 11.33 and 9.83, resulting in an approximate product of 111.3119. Visually representing multiplication aids comprehension.
a. To calculate the product 11.33, we can draw a rectangle with sides of length 3.77 and 3. In this case, the product would be the area of the rectangle, which is 3.77 * 3 = 11.31. This means that the product of 11.33 is approximately 11.31 when represented as the area of a rectangle.
b. To calculate the product 111.33, we can draw a rectangle with sides of length 11.33 and 9.83. In this case, the product would be the area of the rectangle, which is 11.33 * 9.83 = 111.3119. This means that the product of 111.33 is approximately 111.3119 when represented as the area of a rectangle.
In both cases, drawing rectangles to represent the products visually helps us understand the concept of multiplication and visualize the relationship between the factors and the product. It also helps in understanding that the product represents the total area of the rectangle formed by the factors.
The probable question may be:
Draw generic rectangles to calculate each of the following products. What is each product? a.
11.33 b. 111.333