A scientist wanted to move a golf ball and a bowling ball to both reach 15 mph. What would the scientist have to do differently for the bowling ball than the golf ball to reach his goal?
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To move a bowling ball and a golf ball to both reach 15 mph, the scientist would have to apply a greater force or exert more energy to the bowling ball than to the golf ball. This is because the bowling ball is much heavier than the golf ball and requires more force to move it at the same speed.
To get both the golf ball and the bowling ball to reach 15 mph, the scientist would have to consider their mass and the amount of force applied.
The mass of an object determines how much force is needed to accelerate it. Since the bowling ball has a greater mass than the golf ball, the scientist would need to apply more force to the bowling ball to achieve the same acceleration.
To move the bowling ball to 15 mph, the scientist would need to apply a greater force compared to the force applied to the golf ball. This could be achieved by using a stronger and more powerful force, such as pushing or throwing the bowling ball with more strength or using a more powerful device to propel it.
In summary, the scientist would have to apply a greater force to the bowling ball compared to the golf ball to reach their goal of 15 mph, considering the difference in mass between the two objects.
To make the golf ball and the bowling ball both reach 15 mph, the scientist would have to consider the differences in their mass and the forces acting on them.
1. Mass: The bowling ball is much heavier than the golf ball. Due to its greater mass, the bowling ball will require more force to accelerate to a certain speed compared to the golf ball. Therefore, the scientist would need to apply a greater force to the bowling ball compared to the golf ball to achieve the same speed.
2. Forces: Both the golf ball and the bowling ball would be subjected to various forces, such as friction and air resistance, which act in the opposite direction to their motion. However, since the bowling ball has a larger surface area and more mass, it will experience more air resistance and friction compared to the golf ball.
To overcome these differences, the scientist would need to reduce the effects of friction and air resistance on the bowling ball. This can be achieved by using a smoother and more streamlined surface or reducing the contact area between the ball and the ground.
In summary, the scientist would need to apply a greater force to the bowling ball compared to the golf ball due to its greater mass. They would also need to minimize the effects of friction and air resistance on the bowling ball to reach the desired speed of 15 mph.