A PE teacher is dividing a 20 m by 12 m rectangular hall into squares with side lengths of 2 m for students to exercise in each.How many squares can the hall be divided into?
Question
A PE teacher is dividing a 20 m by 12 m rectangular hall into squares with side lengths of 2 m for students to exercise in each.How many squares can the hall be divided into?
Solution
First, we need to find out how many squares can fit along the length and the width of the hall.
The length of the hall is 20 m and each square is 2 m. So, we divide 20 m by 2 m to find out how many squares can fit along the length. 20 m / 2 m = 10 squares.
The width of the hall is 12 m and each square is 2 m. So, we divide 12 m by 2 m to find out how many squares can fit along the width. 12 m / 2 m = 6 squares.
Finally, to find out the total number of squares that can fit in the hall, we multiply the number of squares along the length by the number of squares along the width. 10 squares * 6 squares = 60 squares.
So, the hall can be divided into 60 squares.
Similar Questions
An ecologist is dividing a 30 m by 20 m rectangular field into squares with side lengths of 5 m to study the ecology found in each.How many squares can the field be divided into?
four congruent rectangles are arranged as shown to form an inner square of area 20 cm2 and an outer square of area 64 cm2 . what is the perimeter of one of the four congruent rectangles?
In a rectangular hall of length 12m, and breadth 8m, the sum of the areas of the floor and the ceiling is equal to the sum of the area of the four walls. Find the height of the hall.Choices:- 10m 5m 7.5m 4.8m
The perimeter of a square equals the perimeter of a rectangle. If the lengths of the sides of the rectangle are in a ratio of 2:5, what is the ratio of the square's area to the rectangle's area?
A square is divided into five congruent rectangles, as shown. If the perimeter of each of these five rectangles is inches, what is the perimeter of the square, in inches?
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.