You can get a total of eight place mats.
There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.
The perimeter is not sufficient information to determine the area. First of all, there is no reason to suppose that the shape is rectangular as opposed to circular or triangular or some other simple or complicated shape. Furthermore, even if it were rectangular, there are infinitely many possible answers: ranging from a nearly square area to an extremely long, very thin strip.
No
volume of a regular right circular cylinder is V=pi(r2)h since the radius is (a) then the height of the circular cylinder would be (2a) so the volume of the largest possible right circular cylinder is... V=2(pi)(r2)(a) with (pi) being 3.14159 with (r) being the radius of the circle on the top and bottom of the cylinder with (a) being the radius of the sphere
280cm???
It does not have to be rectangular. Circular or elliptical ones are common.
No, a rectangular prism's cross-section will always have between 1 and 4 (inclusive) straight lines only.
It is not possible to answer this question without knowing the shape of the field - circular, triangular, rectangular, etc.
You cannot calculate it without the length. However, it is possible to get the volume by submerging the prism in water and measuring the volume of the displaced water.
The biggest diameter that would fit is 20 ft.
Rectangular waveguide and circular waveguide are metal hollow structure used to guide EM waves. Depending upon their shapes they are classified as rectangular or circular. They are basically a passive microwave device and acts like a High Pass Filter. Rectangular waveguide : It is the earliest kind of the transmission lines. It supports supports TM and TE modes. It does not support TEM waves because it has only one conductor and cannot define a unique voltage. Conductor is filled with a material that has material with permittivity e and permeability m. Cutoff wavelength equation for is define below. λc = 2/ Here, m= number of half-wave along broad side dimension, N= number of half-wave along the shorter side. Circular Waveguide: It maintains a uniform circular cross section along their length. The cutoff frequency is unique for a specific waveguide mode that is assumed to be propagating in a waveguide of a given diameter and determines the lower frequency of the waveguide’s operating frequency range. The cutoff frequency is calculated using the following formula:
If that is your goal you had better start measuring!
It is not possible o answer the question because "circular" is an adjective and you have not specified a circular WHAT!
A rectangular pyramid is one possible answer.
The area is not sufficient information to determine the length and width. First of all, there is no reason to suppose that the area is rectangular as opposed to circular or triangular or some other simple or complicated shape. Even if, on the basis that the question asks for length and width, you assume that it is a rectangle, there are infinitely many possible answers: ranging from a nearly square area to an extremely long, very thin strip.
The area of a rug does not provide enough information to determine its dimensions. For a start, it is not even possible to determine the shape of the rug: circular, oval, square, rectangular or some other shape.
There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.There are all sorts of possible shapes. I have got cuboid vases (rectangular sides), near-spherical vases (circular sides), ovoid or ellipsoidal vases (oval or ellipse sides), ellipsoid vases with lips (S-shaped sides). And that is not counting vases in the shape of other things.