Velocity of Baseball at 47 m Height

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Homework Help Overview

The problem involves a baseball hit directly upward with an initial speed of 37 m/s, and the objective is to find the velocity of the ball when it reaches a height of 47 m. The context is kinematics, specifically dealing with motion under the influence of gravity.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss the relevance and correctness of the equations presented by the original poster, questioning the use of force in this kinematic context. Some suggest focusing on acceleration and height equations instead of force. Others propose using kinematic equations to find time and subsequently the velocity.

Discussion Status

There is an ongoing exploration of different interpretations of the problem. Some participants have offered guidance on using kinematic equations, while others have pointed out potential misunderstandings in the original equations. The discussion is active, with various approaches being considered without a clear consensus.

Contextual Notes

Participants note the importance of correctly identifying the relevant kinematic equations and the role of acceleration due to gravity in the calculations. There is also mention of the original poster's confusion regarding the use of force in this scenario.

bradsmith
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Homework Statement


A baseball is hit directly upward with an initial speed of 37 m/s. Find the velocity of the ball when it is at a height of 47 m.


Homework Equations


F=ma
F=ag


The Attempt at a Solution


F=(37)(-9.8)=-362.6/47=7.7[/B]
 
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It's a simple kinematics question. check your relevant equation because those equations don't look correct to me.
 
I don't know where you got "F= ag" but, normally, "a" is acceleration and "g" is "acceleration due to gravity. And then in you calculation below, you replace "a" with the initial speed. It certainly is NOT true that "speed times acceleration due to gravity " is equal to any common physics quantity.

In any case, there is no reason to worry about "F", force, at all. What is important is that the acceleration is -9.8 m/s^2. So the acceleration. after t seconds is -9.8t+ 37 m/s and the height reached, above the initial position, after t seconds is -4.9t^2+ 37t m. Set that equal to 47 m, solve for t, then find the velocity at that t.
 
I also have no idea where you got those equations from.

You know acceleration due to gravity on Earth is -9.8m/s^2. Using your given values, (initial position, initial velocity, acceleration, final position), you can solve for time by using your essential kinematic equations.
 
V= √(2gh)

sqrt(37^2-2*9.8*47)=21.16

Thats what I wanted not ag and i was lazy and didnt change my F
 

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