As a baseball player swings a bat it undergoes rotational motion with the handle

Question

As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the linear velocity of a point in the middle of the bat compared to the end farthest from the handle? Answer The linear velocity is greater for the point in the middle because it is closer to the axis of rotation. The linear velocity is the same for both points. The linear velocity for both points is zero. The linear velocity is less for the point in the middle because it is closer to the axis of rotation.

As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the angular velocity of a point in the middle of the bat compared to the end farthest from the handle? Answer The angular velocity for both points is zero. The angular velocity is less for the point in the middle because it is closer to the axis of rotation. The angular velocity is greater for the point in the middle because it is closer to the axis of rotation. The angular velocity is the same for both points. As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the linear velocity of a point in the middle of the bat compared to the end farthest from the handle? As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the linear velocity of a point in the middle of the bat compared to the end farthest from the handle? The linear velocity is greater for the point in the middle because it is closer to the axis of rotation. The linear velocity is the same for both points. The linear velocity for both points is zero. The linear velocity is less for the point in the middle because it is closer to the axis of rotation.

As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the angular velocity of a point in the middle of the bat compared to the end farthest from the handle? Answer The angular velocity for both points is zero. The angular velocity is less for the point in the middle because it is closer to the axis of rotation. The angular velocity is greater for the point in the middle because it is closer to the axis of rotation. The angular velocity is the same for both points. As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the angular velocity of a point in the middle of the bat compared to the end farthest from the handle? As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the angular velocity of a point in the middle of the bat compared to the end farthest from the handle? The angular velocity for both points is zero. The angular velocity is less for the point in the middle because it is closer to the axis of rotation. The angular velocity is greater for the point in the middle because it is closer to the axis of rotation. The angular velocity is the same for both points. The linear velocity is greater for the point in the middle because it is closer to the axis of rotation. The linear velocity is the same for both points. The linear velocity for both points is zero. The linear velocity is less for the point in the middle because it is closer to the axis of rotation.

As a baseball player swings a bat it undergoes rotational motion with the handle as the axis of rotation. What is true about the angular velocity of a point in the middle of the bat compared to the end farthest from the handle? Answer The angular velocity for both points is zero. The angular velocity is less for the point in the middle because it is closer to the axis of rotation. The angular velocity is greater for the point in the middle because it is closer to the axis of rotation. The angular velocity is the same for both points.

Explanation / Answer

1)The linear velocity is less for the point in the middle because it is closer to the axis of rotation.This is because the linear velocity is given by

v = r x w

where r is radius vector and w is angular frequency

2)The angular velocity is the same for both points.This is because the angular velocity is given by

w = (theta/t)

where theta is the angle measured in radians and t is time

Related Questions

Navigate

• Browse (All)
• Browse A
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.