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What would happen to the perimeter if the side lengths of a rectangle are halved?
The perimeter of a rectangle is just the sum of the lengths of its sides, so taking half of each of the sides would make the total half of its original value also.
What shape has four sides of two different lengths?
A parallelogram or a rectangle would fit the given description
What would a rectangle look like with an area of 36?
It would be a rectangle. The lengths of the sides must be such that the length times the width equals 36: So it could be a square with sides 6; or A rectangle with sides 4 and 9; or A rectangle with sides 3 and 13; or A rectangle with sides 2 and 18; or A rectangle with sides 1 and 36; or A rectangle with sides ½ and 72, etc The rectangle can get as thin as you like and would become longer to accommodate the area.
Can a rectangle have no equal sides?
No, a rectangle cannot have no equal sides. By definition, a rectangle is a quadrilateral with opposite sides that are equal in length, which means it must have at least two pairs of equal sides. If all sides are of different lengths, it would be classified as a general quadrilateral, not a rectangle.
What is the sum of lengths of the two diagonals in a rectangle 5 by 12?
The sum of the lengths of the two diagonals in a rectangle can be found using the Pythagorean Theorem. For a rectangle with sides measuring 5 and 12 units, the length of the diagonal can be calculated as √(5^2 + 12^2). Therefore, the sum of the lengths of the two diagonals in this rectangle would be 5√(5^2 + 12^2) units.
What is a perimeter of 14?
The perimeter of a shape is the total distance around its edges. If a shape has a perimeter of 14 units, this means that if you were to measure the lengths of all its sides and add them together, the sum would equal 14. This could apply to various shapes, such as a rectangle or a polygon, depending on the specific dimensions of each side. For example, a rectangle with lengths of 4 and 3 units would also have a perimeter of 14 (2*(4+3)=14).
How can you conclude about the dimensions of the rectangle in two or more complete sentences.?
The dimensions of a rectangle are expressed as the extents of its sides in two orthogonal directions which are parallel to the sides. The lengths are usually unequal because otherwise the rectangle would be better known as a square.
How does quadrupling the side lengths of a rectangle affect its area?
Well its lw=a so quadrupling it would make it (L4)W=A or lw4
Suppose the side lengths of a rectangle are halved. what would happen to the perimeterr?
If the side lengths of a rectangle are halved, the perimeter of the rectangle would also be halved. This is because the perimeter of a rectangle is calculated by adding the lengths of all four sides. If each side length is halved, then the total length around the rectangle would also be halved.
If you double the side lengths of a rectangle why is the area of the new rectangle not twice as big as the original?
Look at it this way, suppose x is one side of the rectangle and y is the other. Then the area of the rectangle would be xy. Now if you double each side of the originial rectangle you would have each side as 2x and 2y. So the area of the new rectangle would be 2x*2y or 4xy. As you can see the new area is 4 times larger than the original.
What is the area of a rectangle with a perimeter of 48 and a length of 5?
A rectangle with a perimeter of 48 and 1 side equal to 5 would have its other sides lengths of 5, 19, 19. Such a rectangle would have an area of 95 sq/m. Your question is somewhat strange, as the "length" of a rectangle generally refers to the longer side - in this case the length would be 19 and the width 5.
What are some examples of a ratio?
An example of a ratio would be 1:2, say you have two squares, one of the side lengths on the square is 4 inches, the other is 2 the ratio of the smaller rectangle to the larger rectangle is 1 to 2, or 1/2 of the larger rectangle.
