Yes - of course it is !
It doubles it.
Doubling the height of a cylinder will increase its gravitational potential energy (GPE) if the mass remains constant. GPE is calculated using the formula ( \text{GPE} = mgh ), where ( m ) is mass, ( g ) is the acceleration due to gravity, and ( h ) is height. Therefore, if the height ( h ) is doubled, the GPE will also double, assuming mass and gravitational acceleration remain unchanged.
They both have the same effect on the surface area of the pipe, but the radius has more effect on its volume/capacity.
If the other dimensions (length and height) are left unchanged, doubling the width will double the volume.
To design a cylinder, you can vary its height and radius, leading to an infinite number of combinations based on different dimensions. If you double the volume of the cylinder, you can either increase the height while keeping the radius constant, increase the radius while keeping the height constant, or adjust both dimensions proportionally. Thus, the total number of different ways to design a cylinder is vast, but doubling the volume requires specific mathematical adjustments based on the original dimensions.
It doubles it.
Doubling the height of a cylinder will increase its gravitational potential energy (GPE) if the mass remains constant. GPE is calculated using the formula ( \text{GPE} = mgh ), where ( m ) is mass, ( g ) is the acceleration due to gravity, and ( h ) is height. Therefore, if the height ( h ) is doubled, the GPE will also double, assuming mass and gravitational acceleration remain unchanged.
They both have the same effect on the surface area of the pipe, but the radius has more effect on its volume/capacity.
If the other dimensions (length and height) are left unchanged, doubling the width will double the volume.
this is not possible
Doubling the base of a triangle while keeping the height constant will double the area of the triangle. The area of a triangle is directly proportional to its base length, so increasing the base length by a factor of 2 will result in the area being multiplied by 2 as well.
The volume is doubled.
If all other dimensions are left unchanged, doubling the height doubles the volume.
Doubling the mass of an object would double its potential energy as long as the height or position of the object remains constant. Potential energy is directly proportional to mass when height is a constant factor.
It doubles The volume of a cylinder height times diameter squared times 3.14
It is not possible if you only know the radius. A cylinder with a radius of 8 inches could be any height.
Double its height or increase its radius by a factor of sqrt(2) = 1.4142 (approx) or some combination of changes to he height and radius.