0
Why the horizontal velocity component remains constant and the vertical velocity component continuously changes during projectile motion?
The horizontal velocity component remains constant because there are no horizontal forces acting on the projectile (assuming no air resistance), so the velocity remains unchanged. The vertical velocity component changes due to the force of gravity, which accelerates the projectile downward, increasing its velocity as it falls.
What else can I help you with?
In the absence of air friction does the horizontal component of a projectile?
The horizontal component of a projectile's velocity remains constant in the absence of air friction. This means the projectile will continue to move horizontally at a constant speed unless acted upon by an external force.
Projectile motion involves both a horizontal and a vertical component?
Yes, projectile motion involves both a horizontal component and a vertical component. The horizontal component remains constant due to the absence of horizontal forces, while the vertical component is affected by gravity, causing the projectile to follow a curved path.
What type of motion describes the horizontal component of a projectile?
The horizontal component of a projectile follows uniform motion, meaning it moves at a constant velocity in the absence of air resistance or other forces. This motion is independent of the vertical motion of the projectile.
How is the horizontal component of velocity for a projectile affected by the vertical component?
The horizontal component of velocity for a projectile is not affected by the vertical component at all. Horizontal component is measured as xcos(theta) Vertical component is measured as xsin(theta) Whereas theta is the angle, and x is the magnitude, or initial speed.
What is the component of projectile motion is not influenced by gravity?
The horizontal component of projectile motion is not influenced by gravity. This means that the object will continue to move horizontally at a constant velocity, regardless of gravity acting on it.
In the absence of air friction does the horizontal component of a projectile?
The horizontal component of a projectile's velocity remains constant in the absence of air friction. This means the projectile will continue to move horizontally at a constant speed unless acted upon by an external force.
Projectile motion involves both a horizontal and a vertical component?
Yes, projectile motion involves both a horizontal component and a vertical component. The horizontal component remains constant due to the absence of horizontal forces, while the vertical component is affected by gravity, causing the projectile to follow a curved path.
What type of motion describes the horizontal component of a projectile?
The horizontal component of a projectile follows uniform motion, meaning it moves at a constant velocity in the absence of air resistance or other forces. This motion is independent of the vertical motion of the projectile.
How is the horizontal component of velocity for a projectile affected by the vertical component?
The horizontal component of velocity for a projectile is not affected by the vertical component at all. Horizontal component is measured as xcos(theta) Vertical component is measured as xsin(theta) Whereas theta is the angle, and x is the magnitude, or initial speed.
What is the component of projectile motion is not influenced by gravity?
The horizontal component of projectile motion is not influenced by gravity. This means that the object will continue to move horizontally at a constant velocity, regardless of gravity acting on it.
How can the horizontal velocity of a projectile be described?
The horizontal velocity of a projectile remains constant if there is no air resistance or external forces acting horizontally. This means that the horizontal component of the projectile's velocity does not change throughout its trajectory, only its vertical component is affected by gravity.
Which of the velocity component of projectile changes and other remain constant why?
The vertical velocity component changes due to the effect of gravity, which causes acceleration in the downward direction. The horizontal velocity component remains constant because there are no horizontal forces acting on the projectile (assuming air resistance is negligible).
Why does the vertical component of velocity for a projectile change with time where as the horizontal component of velocity doesn't?
The vertical component of velocity changes due to the influence of gravity, which accelerates the projectile downwards as it moves. The horizontal component of velocity remains constant because there is no horizontal force acting on the projectile, assuming air resistance is negligible.
A projectile is thrown with an initial velocity which has a horizontal component of 4 m s What will be its horizontal speed after 3s?
The horizontal speed of the projectile remains constant as there is no force acting in the horizontal direction to change it. Therefore, the horizontal speed of the projectile after 3 seconds will remain at 4 m/s.
Is the horizontal component of velocity for a projectile affected by the vertical component?
No, the horizontal component of velocity for a projectile is not affected by the vertical component. The horizontal velocity remains constant as long as there are no external forces like air resistance acting on the projectile.
Why does the horizontal component of velocity for a projectile remain constant while the vertical component changes?
Since the velocity is constant due to the fact that there are no external forces acting in the horizontal direction, if you neglect air resistance, therefore, the horizontal velocity of a projectile is constant.
What is the Explanation of the components of projectile motion?
Projectile motion consists of two components: horizontal motion and vertical motion. The horizontal component is constant and unaffected by gravity. The vertical component is influenced by gravity and accelerates downwards. By combining these two components, the path of a projectile can be accurately predicted using equations of motion.
