v = area of base * h
= pi*r^2 * h
so v = pi*15mm^2 * 300mm
which can be done on a calculator.
Area of a circle = pi x radius squared. The radius of a circle is equal to half the diameter, in this case 600/2 = 300mm. So area = pi x 3002 = 282743 mm2 (nearest mm2)
300 mm is equal to 30 cm, so 300 mm would be greater.
300 mm = 0.300 meters and 450 mm = 0.450 meters. Therefore, the area of each tile in square meters is 0.300 X 0.450 = 0.135 square meters. Therefore, the smallest number of tiles that can cover an area of 13 square meters is 13/0.135 or at least 97 tiles.
A square meter is 100x100 which means there are 10000 sq cm in a sq meter. Your blocks are 450mmx450mm which means that they are 45cm x 45 cm 45x45=2025 10000/2025= 4.94 paving flags. However, you might want to calculate the amount of blocks needed for the entire area you're paving, not for each meter. Always remember to round up and leave yourself some extras, Keep in mind that you may need to leave some gap between the blocks, and that doing so may help you use fewer blocks. For example if you are paving an ally a meter wide, then leaving a gap of three centemeters at the sides of the ally and three centemeters betweed the blocks will mean you get away with using two blocks width and don't need to cut any blocks (which would be a pain in the neck).
The volume of a 300mm diameter by 600mm deep cylinder is: 42,412,000 mm3
It is impossible to determine the weight of the cylinder without knowing additional details. Such details include the material which the cylinder is made of, as well as any possible contents of the cylinder.
it is 72000000mm3
461814120.1 cubic mm
If you multiply the three numbers, you'll get the volume (in cubic millimeters). Assuming, of course, you were working with a rectangular block shape.
300mm is 9.72 x 10-18 parsecs.
About 530.14 litres This container is a cylinder. Volume_of_cylinder = π x radius2 x depth. radius = diameter ÷ 2 = 1500 mm ÷ 2 = 750 mm 1 litre = 1000 cm3 = 1000000 mm2 ⇒ volume = π x (750 mm)2 x (300 mm) = 168750000π mm3 = 168750000π ÷ 1000000 litres = 168.75π litres ≈ 530.14 litres
The main difference between a 55-300mm lens and a 70-300mm lens is the range of focal lengths they offer. The 55-300mm lens has a slightly shorter focal length range, while the 70-300mm lens provides a longer reach. In terms of performance, the 70-300mm lens may offer better image quality and sharper results at the longer end of the focal length range compared to the 55-300mm lens.
Area of a circle = pi x radius squared. The radius of a circle is equal to half the diameter, in this case 600/2 = 300mm. So area = pi x 3002 = 282743 mm2 (nearest mm2)
The main differences between the Nikon 55-300mm and 70-300mm lenses are their focal length ranges and maximum apertures. The 55-300mm lens has a slightly shorter focal length range and a smaller maximum aperture compared to the 70-300mm lens. This means that the 70-300mm lens can zoom in closer and allow more light to enter, potentially resulting in better image quality in low light conditions.
450mm x 300mm 45cm x30cm 1350cm
The main difference between a 70-300mm lens and a 55-300mm lens is the focal length range. The 70-300mm lens has a slightly longer reach at the telephoto end compared to the 55-300mm lens. If you need more zoom capability for shooting distant subjects, the 70-300mm lens would be more suitable. However, if you don't need the extra reach and prefer a slightly wider angle at the lower end, the 55-300mm lens may be a better choice for your photography needs.