The two that have a circumference of 18 pie are a radius of 9 units and a diameter of 18 units.
It depends on the circumference, the radius and what type of ferris wheel it is. The ones like they have at fare grounds are very small but you can also get HUGE ones
The formula is: circumference = 2 x pi x radius. As always when you use a formula, plug in the values you know and solve for the ones you don't. So plug in 46 for the circumference and solve for the radius. (You'll get that the radius = (circumference)/(2pi)).
Units (or ones).Units (or ones).Units (or ones).Units (or ones).
Units (or ones).Units (or ones).Units (or ones).Units (or ones).
Jobs that use diameter are ones that uses diameter
Some of the bigger ones have hundreds of times the diameter of our Sun.Some of the bigger ones have hundreds of times the diameter of our Sun.Some of the bigger ones have hundreds of times the diameter of our Sun.Some of the bigger ones have hundreds of times the diameter of our Sun.
As you have not given the shape of the bar but ask for a diameter I am going to assume the bar is cylindrical in shape. From the mass and density the volume can be calculated: density = mass / volume → volume = mass / density From the volume the diameter can be calculated: volume_cylinder = π × radius² × length → radius = √(volume / (π × length)) And diameter = 2 × radius However, as density is mass/volume, and mass and volume both have units, density has units which you have neglected to include; is it kg/m³, kg/l, kg/cm³, kg/mm³, g/m³, g/l, g/cm³, g/cm³, lb/ft³, lb/in³, t/ft³, etc? (The common metric ones are kg/m³ and g/cm³.) A quick search shows that it should be 7.86 g/cm³,;the calculation needs to be done with consistent units, so I'll take the easy option and work with the mass in g and the lengths in cm: 1 kg = 1000 g 10 mm = 1 cm So we have: mass = 47.3 kg = 47.3 × 1000 g = 47300 g length = 625 mm = 625 ÷ 10 cm = 62.5 cm density = 7.86 g/cm³ And can now calculate: diameter = 2 × radius → diameter = 2 × √(volume / (π × length)) → diameter = 2 × √(mass / (density × π × length)) → diameter = 2 × √(47300 g / (7.86 g/cm³ × π × 62.5 cm)) → diameter = 2 × √(47300 / (7.86 × π × 62.5) cm²) → diameter ≈ 11.1 cm = 11.1 × 10 mm = 111 mm
That question -- or ones nearly identical -- have been asked and answered here. Use the search tool at the upper right. Search on the following keywords: round pool 18 foot diameter Depth of the pool = 4 feet.Circumference of the pool = 18 feet. From the circumference we can find the radius of the pool.2(pi)(radius) = 18(pi) radius = 9Radius of the pool is (9/pi) feet.Volume of the pool = (pi)(radius)2(height) = (pi)(9/pi)24Volume of the pool = 324/pi cubic feet. Source: www.icoachmath.com
It is in the ones or units place
Ummmmm, why don't you just use adult diapers like Depends®. They aren'te as cute but you could totally add some stickers of cartoons to the adult ones
7 units (ones).
It is the digit 7 that is in the ones or units place