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.
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 computeV = 4/3 (pi) r3 (4 x 3.1416 x radius cubed)How to measureThe 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.
1.33 mL
The maximum volume for intradermal injection is 0.1 ml and the maximum volume for subcutaneous injection is 2ml.
Graduate Cylinders, Burettes, Glass pipettes
You can't. There are an infinite number of different beakers, all with different areas and different lengths, that all hold 100 ml. The volume doesn't tell the dimensions.
Slice one ping pong ball in half. Fill up the half of the ping pong ball with water. Empty the water from the ping pong ball into a measuring cup. Measure the amount of water in mL and multiply it by 2, ( there are two halves ).
ping pong
For a 38mm diameter ball (not regulation, but common):4/3*pi*r^3 = 9145.33 cu mm = 9.145 cc (cubic centimeters).1 cc water = 1 mL water = 1 gram water = 0.035274 AVDP Oz = 0.0022046 AVDP PoundSO:Your 38mm ping pong ball displaces 9.145 mL Water (or 9.145 gram Water, or 0.323 AVDP oz, or 0.02016 AVDP Pound.)It would take roughly 50 of these balls to displace one pound of water.
The ball's volume is 0.25 L
82 cubic cm 1 ml is equa to 82 cubic cm 82 ml=82 cm3
The volume of the ball bearing is 82 cubic centimeters because 1 ml is equal to 1 cubic centimeter.
The volume of the object is 5.8 mL. This can be calculated by subtracting the initial volume (17.8 mL) from the final volume (23.6 mL).
36 ml IS a volume
Easy. Density is equal to mass / volume (that's why you have a mass and volume unit g/cm3) So 11.34g/cm3 = 454g / volume and with basic algebra: 454g / 11.34g/cm3 = volume volume ~ 40.04cm3 or 40,035273368606701940035273368607cm3
To calculate the volume of the cannon ball, we need to know its density. Without this information, we cannot determine the volume with just the mass provided (5125g). The volume depends on the density of the material the cannon ball is made of.
2.7 ml
The volume of alcohol in the solution is 110.0 ml, calculated by multiplying the volume of the solution (200.0 ml) by the alcohol by volume percentage (55%).