The answer will depend on whether the larger cylinder is 4 times larger in terms of radius, cross-sectional area, or volume.
If radius, multiply the smaller radius by 4.
If cross-sectional area, multiply the smaller radius by 2.
If volume, you do not have enough information.
To find the radius of the big cylinder, we first calculate the volume of the small cylinder using the formula ( V = \pi r^2 h ). Given the small cylinder has a height of 12 cm and a radius of 3 cm, its volume is ( V = \pi (3^2)(12) = 108\pi ) cm³. Since the small cylinder can fill the big cylinder up to 5 cm in height, the volume of the big cylinder for that height is ( V = \pi R^2 (5) ), where ( R ) is the radius of the big cylinder. Setting the volumes equal gives ( 108\pi = \pi R^2 (5) ), which simplifies to ( R^2 = \frac{108}{5} ) and ( R = \sqrt{\frac{108}{5}} \approx 4.67 ) cm.
The volume of a cylinder is given by V=(pi)(r^2)(h), where r is the radius and h is the height. The height was given. h=6.1 To find the radius, remember that the radius is half the diameter, that is, the radius is half of 16.6... r=8.3 Then Volume is V=(pi)(8.3^2)(6.1)=420.229(pi)=1319.51906 I will answer all of your math problems with detailed solutions for a small paypal fee. Email your.math.expert@gmail.com for more information.
The volume of a cylinder is given by V=(pi)(r^2)(h), where r is the radius and h is the height. They gave you the height. h=12 To find the radius, remember that the radius is the same as half the diameter. Since the diameter is 7, the radius must be 3.5 So the volume of the cylinder is V=(pi)(3.5^2)(12)=147(pi) or 461.58 square meters. I will answer all your math problems with detailed solutions for a small paypal fee. Email your.math.expert@gmail.com for more information.
10 inches
To determine which object would have the smallest radius, we need to compare their sizes directly. Typically, smaller celestial bodies like asteroids or small moons have smaller radii compared to larger planets or stars. If specific objects are named, a direct comparison can be made; otherwise, generally, the smallest radius would belong to the smallest object in a given group.
To find the radius of the big cylinder, we first calculate the volume of the small cylinder using the formula ( V = \pi r^2 h ). Given the small cylinder has a height of 12 cm and a radius of 3 cm, its volume is ( V = \pi (3^2)(12) = 108\pi ) cm³. Since the small cylinder can fill the big cylinder up to 5 cm in height, the volume of the big cylinder for that height is ( V = \pi R^2 (5) ), where ( R ) is the radius of the big cylinder. Setting the volumes equal gives ( 108\pi = \pi R^2 (5) ), which simplifies to ( R^2 = \frac{108}{5} ) and ( R = \sqrt{\frac{108}{5}} \approx 4.67 ) cm.
stars that are dim probably have both a small mass and a larger radius.
The volume of a cylinder is given by V=(pi)(r^2)(h), where r is the radius and h is the height. The height was given. h=6.1 To find the radius, remember that the radius is half the diameter, that is, the radius is half of 16.6... r=8.3 Then Volume is V=(pi)(8.3^2)(6.1)=420.229(pi)=1319.51906 I will answer all of your math problems with detailed solutions for a small paypal fee. Email your.math.expert@gmail.com for more information.
The volume of a cylinder is given by V=(pi)(r^2)(h), where r is the radius and h is the height. They gave you the height. h=12 To find the radius, remember that the radius is the same as half the diameter. Since the diameter is 7, the radius must be 3.5 So the volume of the cylinder is V=(pi)(3.5^2)(12)=147(pi) or 461.58 square meters. I will answer all your math problems with detailed solutions for a small paypal fee. Email your.math.expert@gmail.com for more information.
10 inches
Small creeks, streams and rivers that flow into larger rivers are called tributaries
the volume of the larger can is 952.56 inches cubed -apex
tributaries
Most simply, a small cylinder and piston, a larger cylinder and piston, and some tubing to connect the two.
If a big drop is formed by 1000 small droplets of water, the radius of the small drop can be calculated using the formula for the volume of a sphere. If the radius of the big drop is R, then the volume of the big drop is equal to 1000 times the volume of the small drop, given by the formula (4/3)pi(R^3) = 1000*(4/3)pi(r^3), where r is the radius of the small drop. By solving for r, we can find the radius of the small drop.
To determine which object would have the smallest radius, we need to compare their sizes directly. Typically, smaller celestial bodies like asteroids or small moons have smaller radii compared to larger planets or stars. If specific objects are named, a direct comparison can be made; otherwise, generally, the smallest radius would belong to the smallest object in a given group.
Tributaries