The dimensions of a rectangle labeled "60" typically refer to its area, which is 60 square units. However, without specifying the relationship between the length and width, there are infinite combinations of dimensions that can yield this area. For example, the rectangle could be 10 units by 6 units, or 15 units by 4 units, among other possibilities. If you have specific length-to-width ratios in mind, please provide that for a more precise answer.
The dimensions of the rectangle are 21 units by 9 units
The dimensions are 4 units by 15 units
me
It has 2 dimensions which are length and width
The possible area models for 60 can be represented through various factor pairs. For instance, it can be modeled as a rectangle with dimensions 1 x 60, 2 x 30, 3 x 20, or 4 x 15. Additionally, it can also be expressed as 5 x 12 or 6 x 10. Each pair visually demonstrates how the area of the rectangle corresponds to the product of its dimensions, totaling 60.
The diagonal is 100'
A rectangle has dimensions 7 ft x 12 ft. Which of the dimensions describe a rectangle that is similar to this rectangle?
The dimensions of the rectangle are 21 units by 9 units
That depends on the given dimensions which are not in the question.
one Actually a rectangle has two dimensions, they are height and width :)
The dimensions are 4 units by 15 units
The dimensions of the rectangle are 2 units and 15 units
me
It has 2 dimensions which are length and width
First find the dimensions of the rectangle. Let its length be 2x and its width be x: 2(2x+x) = 60 4x+2x = 60 6x = 60 x = 10 Therefore: length = 20cm and the width = 10cm Area = length*width Area = 200cm2
27:55
what are the dimensions of the rectangle with this perimeter and an area of 8000 square meters