There is not enough information to provide an answer. The woe equations that are given can only be used to find the value for two of the three measures required.
To find the radius of a circle when given the surface area, you can use the formula for the area of a circle: A = πr^2, where A is the surface area and r is the radius. Given that the surface area is 2500 square centimeters, you can plug this value into the formula and solve for the radius. 2500 = πr^2 r^2 = 2500/π r ≈ √(2500/π) r ≈ √(795.77) r ≈ 28.2 cm Therefore, the radius of the circle is approximately 28.2 centimeters.
With the provided quantity of mass and density the volume of liquid would be 1000cm3. density = mass / volume → volume = mass / density = 2500 g / (2.5 g/cm^3) = 1000 cm^3 = 1 litre.
That's a unit of volume. cc (cubic centimeters) is the same as milliliter. If you want to convert that to liters, you can divide by 1000.
75% of 2500= 75% * 2500= 0.75 * 2500= 1875
79% of 2500 = 79% * 2500 = 0.79 * 2500 = 1,975
2500
2.5 microlitres is a volume. 2500 nanometres is a length.
You first have to determine what box has the greatest volume to surface are ratio. People setting such questions usually are rather unimaginative and think "Boxes are all essentially like cubes" and never consider that a box could be a sphere or cylinder.So,For a cube:Area of Surface: 6 x L2Volume: L3 Where V = 2500, L=13.5Ratio (Volume/surface): L/6 = 2.26For a Sphere:Area of Surface: 4pi R2Volume: (4/3) pi R3 Where V= 2500, R= 8.59 (approx)Ratio (Volume/surface): (1/3)R = 2.86(R=radius in inches)From this we can see you contain more volume with a given amount of cardboard if it is made into a sphere than a cube. This a well known property of spheres.The question is then, what is the surface area of the sphere containing that volume. Just reorganize the equations for volume and area to get:A = 4 pi R2 where using the formula for volume of spheres R = (2500 x(0.75)x(1/pi))1/3 or A=4 pi ((2500x(0.75)x(1/pi))1/3)2Simply solve for A
To calculate the volume of the silver metal, divide the mass by the density. Volume = mass / density = 2500 g / 10.5 g/cm^3 = 238.1 cm^3. Therefore, 2500 g of silver metal will have a volume of 238.1 cm^3.
Multiply the the value of Pi by the radius2 (squared), then multiply that figure by the height - and you'll have your solution ! Hint: the answer is more than 2500 ft3 but less than 2750 ft3
To find the radius of a circle when given the surface area, you can use the formula for the area of a circle: A = πr^2, where A is the surface area and r is the radius. Given that the surface area is 2500 square centimeters, you can plug this value into the formula and solve for the radius. 2500 = πr^2 r^2 = 2500/π r ≈ √(2500/π) r ≈ √(795.77) r ≈ 28.2 cm Therefore, the radius of the circle is approximately 28.2 centimeters.
by unit of conversion of the volume we get , 1 lt=1000 ml.So,2500 ml 2.5 litres.
To find the radius of a cylinder when the volume is 2500 and the height is 16, you can use the formula for the volume of a cylinder: V = πr^2h. Given that V = 2500 and h = 16, you can rearrange the formula to solve for the radius: r = √(V / (πh)). Plugging in the values, you get r = √(2500 / (16π)) ≈ √39.56 ≈ 6.29. Therefore, the radius of the cylinder is approximately 6.29 units.
With the provided quantity of mass and density the volume of liquid would be 1000cm3. density = mass / volume → volume = mass / density = 2500 g / (2.5 g/cm^3) = 1000 cm^3 = 1 litre.
All US bills have the same dimensions; the average thickness is 0.11 mm so 2500 x 0.11 = 275 mm.
2500 Cubic Centimeters... It's the volume of a cylinder or cylinders between the bottom stroke and top stroke of the piston or pistons.
Assuming that sauare is your fail at spelling square, the area of a shape does not provide enough information about its dimensions. The area in question could be 10 feet * 250 feet or 1 foot * 2500 feet or even 0.001 ft x 2500000 ft.