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Used the equation Density=Mass/Volume to solve this one.
Ten-pin bowling balls usually weigh from about 6 pounds (around 2800 grams) to 16 pounds (about 7200 grams) There are no bowling balls that weigh 200 grams (though such a ball would be leagal as there is no minimum weight) but if there were, the mass of the ball divided by the volume of the ball gives the density. The volume of a standard bowling ball is about 5500 cubic centimeters (I assumed a circumference of 27 inches and calculated from that) 200 / 5500 = 0.036 g/cm3 Compare to the density of air = 0,0012 g/cm3
A bowling ball.
There's going to be a greater density in the bowling ball, because its ALOT heavier and isn't hallow like the balloon.
Most likely the bowling ball. According to the laws of physics, an object with more inertia accelerates slower but is harder to stop. The bowling ball accelerates ...
Float the ball in water and calculate the displacement.
A soccer ball is hollow and filled with air, which has little density. A bowling ball is solid material of a much greater density. * Because bowling balls have a standard size, about 21.8 cm in diameter, bowling balls weighing less than 5.4 kg (12 lb) will float in water.
When the solid has a lower density than the liquid, it will float in it. The density is the mass divided by the volume. A bowling ball, while heavy, has a lower density than water, so it will float in water. A pebble, while light, has a higher density than water, so it will sink. In general, the buoyant force is equal to the weight of the displaced fluid (Archimedes Law). This means that the upward force on a bowling ball in water is equal to the weight of the same volume of water. Since a bowling-ball sized amount of water weighs more than a bowling ball, the upward force is greater than the weight of the bowling ball, and the submerged bowling ball will have a net force in the upward direction.
We can approximate the radius of a bowling ball to be about 26.7", the formula for calculating the volume of a sphere is (4/3)*pi*r^3 ,so the volume of our bowling ball is 79730.12 cubic inches
It is 3.0/0.0050 = 60 kg per m^3.
The ball's volume is 0.25 L