There's going to be a greater density in the bowling ball, because its ALOT heavier and isn't hallow like the balloon.
B. A bowling ball has the greatest inertia because it has the most mass compared to the other objects listed. Inertia is directly related to an object's mass, with greater mass resulting in greater inertia.
A bowling ball.
A bowling ball has more inertia than a beach ball. Inertia is the resistance of an object to change its state of motion, and it is directly related to an object's mass. Since a bowling ball is heavier and has more mass than a beach ball, it has more inertia.
The bowling ball is harder to stop because it has a greater mass, and therefore a greater momentum. But the answer is that the bowling ball has a greater mass.
The bowling ball is denser than the soccer ball, meaning it has more mass packed into the same volume. This is due to the material and construction of the bowling ball, which is designed to weigh more for the sport it is used in.
No. If the density of the item is less, the mass may be less, even if the object is larger. Cannon ball and a beach ball. Low density beach ball has far less mass than the VERY dense cannon ball, even though the beach ball is larger.
A beach ball would not have density, as density is a measure of an object's mass divided by its volume. Both the beach ball and the beach would have different densities due to their composition and materials.
No, the inertia of a bowling ball is greater than that of a golf ball. Inertia is directly related to an object's mass, so the heavier the object, the greater its inertia. The mass of a bowling ball is much larger than that of a golf ball, resulting in greater inertia.
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.
The density of the bowling ball would depend on its volume, which is needed to calculate density. Without knowing the volume of the bowling ball, we cannot determine its density. Density is calculated by dividing the mass of an object by its volume.