L + W = P/2 = 24, and L x W = 128 so L = 16 cm and W = 8 cm
6 sides, times 8cm per side= 48cm
Anything greater than 24 cm. P = 2*L + 2*W, since the length is fixed at 24cm we have: 2*(24cm) +2*W > 96cm 2W > 96 - 48cm 2W > 48cm, or Width > 24cm. So any width greater than 24cm will make the perimeter >96cm. Obviously a width of 24cm wouldn't work since a polygon with all four sides equal would be a square and not a rectangle.
Volume and capacity are both volumes. Capacity is the volume inside a container (ie how much space there is in it, or alternatively expressed as how much it can hold when full) whereas the volume of a container is the amount of space it itself takes up. For example, a crate that is made from 1 cm thick wood that is 100cm x 50cm x 50cm on the outside has: volume = 100cm x 50cm x 50cm = 250000 cm3 = 250 litres capacity = 98cm x 48cm x 48cm = 225792 cm3 ≈ 226 litres (Each wall is 1 cm think, so the inside length is 100cm - 1cm (for one wall) - 1 cm (for the wall at the other end) = 100cm - 2cm = 98cm, etc)
P = 48cm
2*18+2*6=48cm
You can't solve the question. If it is a regular polygon of n sides, then the length of each side would be 48cm/n. However, the only givens are that the figure is a polygon and that the perimeter is 48cm.
The perimeter is 48cm
6 sides, times 8cm per side= 48cm
Anything greater than 24 cm. P = 2*L + 2*W, since the length is fixed at 24cm we have: 2*(24cm) +2*W > 96cm 2W > 96 - 48cm 2W > 48cm, or Width > 24cm. So any width greater than 24cm will make the perimeter >96cm. Obviously a width of 24cm wouldn't work since a polygon with all four sides equal would be a square and not a rectangle.
Because all sides of a square are equal in length, this can be calculated using division: 48cm / 4 sides = 12cm
144 sq cm
P = 48cm
12 x 12 = 144 So 12 + 12 + 12 + 12 = 48 as a square has four sides so answer is 48cm
Infinitely many. Select any number, L, such that 12 < L < 24. Let W = 24 - L. Then a rectangle with sides of length L cm and width W cm will have a perimeter of 48 cm. And since the choice of L was arbitrary, there are infinitely many possible values of L and thence infnitely many rectangles.
12x4=48cm^2