Originally posted by: AgentEL
Assuming no air resistance, what forces are acting on the ball? If you know the force(s), you will know the direction.
With the inclusion of the portion added above, follow this advice.Originally posted by: AgentEL
Assuming no air resistance, what forces are acting on the ball? If you know the force(s), you will know the direction of the acceleration.
Originally posted by: Lizabath
Originally posted by: AgentEL
Assuming no air resistance, what forces are acting on the ball? If you know the force(s), you will know the direction.
exactly.
I got it now.
Only one vector of force is acting on the ball, not two.
Thus the answer have to be Down. Acceleration -9.8 m/s^2 from gravity.
Originally posted by: notfred
B. It's always B, regardless of the point in it's flight path (unless it's still in the pitcher's hand).
Originally posted by: Lizabath
A baseball player throws a ball from left field toward home plate. Assume no air resistance, at the instant the ball reaches the highest point, what is the direction of the ball's acceleration? Why?
possible answers:
a. Up
b. Down
c. Horizontal
Originally posted by: JDub02
Originally posted by: notfred
B. It's always B, regardless of the point in it's flight path (unless it's still in the pitcher's hand).
yep. the force of gravity is constant from the time it leaves the guy's hand. assuming no air resistance, there are no other forces acting on the ball.
Originally posted by: Peetoeng
Originally posted by: Lizabath
A baseball player throws a ball from left field toward home plate. Assume no air resistance, at the instant the ball reaches the highest point, what is the direction of the ball's acceleration? Why?
possible answers:
a. Up
b. Down
c. Horizontal
c. but the 'no air resistance' makes the problem unrealistic. Ball leaves the pitcher's hand with an initial acceleration (in x, y, z direction). The z-component of acceleration decreases due to gravity; at the highest point, the ball's z-acceleration is zero. But since 'no air resistance' is assumed, the ball would maintain its initial x- and y- acceleration which is obscure. Nothing stops the ball until it hits the ground or a fan's head.
Originally posted by: Peetoeng
Originally posted by: Lizabath
A baseball player throws a ball from left field toward home plate. Assume no air resistance, at the instant the ball reaches the highest point, what is the direction of the ball's acceleration? Why?
possible answers:
a. Up
b. Down
c. Horizontal
c. but the 'no air resistance' makes the problem unrealistic. Ball leaves the pitcher's hand with an initial acceleration (in x, y, z direction). The z-component of acceleration decreases due to gravity; at the highest point, the ball's z-acceleration is zero. But since 'no air resistance' is assumed, the ball would maintain its initial x- and y- acceleration which is obscure. Nothing stops the ball until it hits the ground or a fan's head.
Beat me to it.Originally posted by: MacBaine
Originally posted by: Peetoeng
Originally posted by: Lizabath
A baseball player throws a ball from left field toward home plate. Assume no air resistance, at the instant the ball reaches the highest point, what is the direction of the ball's acceleration? Why?
possible answers:
a. Up
b. Down
c. Horizontal
c. but the 'no air resistance' makes the problem unrealistic. Ball leaves the pitcher's hand with an initial acceleration (in x, y, z direction). The z-component of acceleration decreases due to gravity; at the highest point, the ball's z-acceleration is zero. But since 'no air resistance' is assumed, the ball would maintain its initial x- and y- acceleration which is obscure. Nothing stops the ball until it hits the ground or a fan's head.
Lot's of physics failures in the thread today.
Clarification: I'm talking about you. Oh, and maziwanka now it seems.
Originally posted by: MacBaine
Originally posted by: Peetoeng
Originally posted by: Lizabath
A baseball player throws a ball from left field toward home plate. Assume no air resistance, at the instant the ball reaches the highest point, what is the direction of the ball's acceleration? Why?
possible answers:
a. Up
b. Down
c. Horizontal
c. but the 'no air resistance' makes the problem unrealistic. Ball leaves the pitcher's hand with an initial acceleration (in x, y, z direction). The z-component of acceleration decreases due to gravity; at the highest point, the ball's z-acceleration is zero. But since 'no air resistance' is assumed, the ball would maintain its initial x- and y- acceleration which is obscure. Nothing stops the ball until it hits the ground or a fan's head.
Lot's of physics failures in the thread today.
Clarification: I'm talking about you. Oh, and maziwanka now it seems.
