The volume of a cylinder with a radius of 1 meter and a height of 10 meters is 31.416m3
6 metres!
Area = Base Length * Height So Base Length = Area/Height = 190 sq m/19 m = 10 metres.
Many units are smaller than millimeter (10-3 meter) . For example:micrometer (10-6 meter)nano-meter (10-9 meter)picometer (10-12 meter)femtometer (10-15 meter)attometer (10-18 meter)zeptometer (10-21 meter)
Height is not a unit of measure, it is a direction. There is, therefore no conversion possible.
The volume of a cylinder with a radius of 1 meter and a height of 10 meters is 31.416m3
A cylinder with a radius of 1 meter and a height of 10 meters has a surface area equal to 69.12m2
what is the answer
785.375 cubic feet of water.
standard height in u.s. is 6 foot 8 inches = 203.2 cm = 2.032 m
1 meter = 3.281 ft
a kilometre is 1,000 meters so 10 divided by 1,000 is 0.01
Meter is a measure of length. A typical adult will have a height of 1.50 - 1.80 meters. A child can have a height of about 1 meter.Meter is a measure of length. A typical adult will have a height of 1.50 - 1.80 meters. A child can have a height of about 1 meter.Meter is a measure of length. A typical adult will have a height of 1.50 - 1.80 meters. A child can have a height of about 1 meter.Meter is a measure of length. A typical adult will have a height of 1.50 - 1.80 meters. A child can have a height of about 1 meter.
6 metres!
The meter.
exameter Meter x 10^18 petameter Meter x 10^15 terameter Meter x 10^12 gigameter Meter x 10^9 megameter Meter x 10^6 kilometer Meter x 10^3 hectometer Meter x 10^2 dekameter Meter x 10^1 meter Meter x 10^0 decimeter Meter x 10^-1 centimeter Meter x 10^-2 millimeter Meter x 10^-3 micrometer Meter x 10^-6 nanometer Meter x 10^-9 picometer Meter x 10^-12 femtometer Meter x 10^-15 attometer Meter x 10^-18 zeptometer Meter x 10^-21 yoctometer Meter x 10^-24 From big to small
Assuming that the two are the same man ... the man diving from a 10 meter board would have five times the potential energy as the man on the 2 meter board. The energy is directly proportional to the height.