Knowing the diameter of the ball allows you to calculate it. Using displacement of water allows to directly calculate it. Using direct measurement eliminates the error caused by the "dimples" on the ball's surface. (The minimum legal size for a ball has a volume of about 2.482 cubic inches or 40.68 cm3.)
How to compute
V = 4/3 (pi) r3 (4 x 3.1416 x radius cubed)
How to measure
The easiest way to check would be to put a Golf ball in a beaker of water. Fill a 200 ml beaker with water, and place the ball in it. Catch the overflow in another measured beaker. Since water is almost exactly 1 ml = 1 cc, the liquid displaced by the completely submerged ball will provide a close estimate of its volume in cm3.
Volume = 4/3*pi*radius3 measured in cubic cm
you can do a simple easy experiment to find the volume of a ping ball (water displacment). Place the ping pong ball in an amount of water with a known volume in a SI unit of volume (mL, liters). Notice the water has risen. Subtract the vslue of the original water from the new value of the water. This is the ping pong's volume.
If the volume of a ping pong ball is 2.045 in3, And the conversion of 2.045in3 to cm3 is equal to 33.5 cm3.So the volume of a ping pong ball in cm3 (Not cm... that's impossible...) is 33.5cm3!
To a first approximation, a tennis ball is a sphere. The volume of a sphere is V = 4/3 π r3, where r is the radius of the sphere. So measure the diameter of the tennis ball, divide by 2 to get the radius, and then apply the formula above. You could also measure the volume of a tennis ball by measuring the volume of water that it displaces.
It's like a golf ball cut in half but without the dimples.
Put an exact amount of water in a measuring cup. Drop in a golf ball. The increase in water level equals the volume of the golf ball, assuming the ball doesn't float. For example, 200mL before ball. 280ml after ball dropped in. Therefore volume equals 40ml or 40 Cubic Centimeters.
Volume = 4/3*pi*radius3 measured in cubic cm
The volume of the golf ball can be calculated using the displacement of water (30 cm^3). The density can then be calculated using the formula density = mass/volume. By substituting the mass of the ball (33g) and the calculated volume into the formula, you can find the density of the golf ball.
deep it in water like archemides
2.5 cubic inches
Yes, but only if there is air, dust and other molecular scale debris attached to the ball. In a perfect universe, where nothing but the ball enters the water, then the volume would be exactly the same as that of the sphere.
Radius of the golf ball is: 0.84 inches(which is standard)...Calculate the volume of the ball...by formula.. [4*3.14*(.84)^3]/3.Calculate the volume of school bus by using formula, length*breadth*height.Now Calculate the volume of a seat by using formula,volume of Base+volume of Back +volume of all legs(i.e. cylinder).Use careful mensuration while Calculating Effective Empty volume----Effective Empty volume = (total volume of bus- volume of ALL the seats) of Bus.Now to find the total number of balls:Total number of Balls = (Effective Empty Volume / Volume of a golf ball)Note: Golf balls are rough spheres. Two adjacent golf balls make contact at only one point on their surface - not across the ENTIRE surfaces. Therefore, the volume occupied by a pile (or a schoolbus full) of golf balls is GREATER than the sum of the volume of each individual ball.We might approxmiate the "EFFECTIVE" volume of one golf ball, therefore, by calculating the volume of a simple cube with side lengths the same as the diameter of the golf ball.The number of golf balls that fits inside a bus therefore will be FEWER than that calculated by the method above, because the "EFFECTIVE" volume of adjacent golf balls is GREATER than the sum of the balls themselves.
A golf ball is a small ball (with a dimpled surface) that is used in the game of golf. It has a small centre of semi-liquid latex rubber, which is surrounded by a wrapping of a narrow elastic ribbon to bring the ball to the correct size (volume). There is an outer harder plastic skin to produce the finished golf ball.
It is equal to the volume of the water displaced.
with the number of dimple
Volume of Golf Ball = 4/3 π(.84)^3 = 4/3 π(.5927) = 4/3 (1.862) = 7.4481/3 = 2.4827 inches ^3 Volume of Sun = 4/3 π(27381889751.04)^3 = 4π(20530061600000000000000000000000)/3 = 4π68433538.67 = 4(214990302.3) = 859963609.2 inches ^3 Volume of Sun / Volume of Golf Ball = 859963609.2 / 2.4827 = 346382409.96 Golf Balls
A Golf Ball