Golf Swing Force: Estimating Club Impacts Ball

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In a golf swing, the club contacts the ball for approximately 0.0011 seconds, and the ball reaches a speed of 63 m/s. To estimate the force exerted by the club, one must first determine the ball's speed before impact and then apply the correct equation relating force, mass, speed, and time. Participants in the discussion express confusion over the formulas, with suggestions to avoid working backwards and instead focus on understanding the problem and using proper physics principles. The importance of relating acceleration to speed and time is emphasized as a key step in solving the problem. Proper application of physics concepts is crucial for accurately estimating the force involved in the golf swing.
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In a typical golf swing, the club is in contact with the ball for about 0.0011 s. If the 45 g ball acquires a speed of 63 m/s, estimate the magnitude of the force exerted by the club on the ball.
 
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What are your thoughts on the problem? What have you tried thus far?
 
i was trying mv^2/t
i think its actually mv^2/ t^2
 
deadtreforest said:
i was trying mv^2/t
i think its actually mv^2/ t^2
No, neither of these are correct; why do you think so? You are given m, t, and the speed of the ball after impact; you need to first identify the speed of the ball before impact, then find the average force of impact, using the proper equation that relates force with mass, speed, and time. What is that equation?
 
i worked backwards with the anwser i was given but i messed up and put a divid sign in there

the equation i got was mv^2t^2
but i have some doubts about the anwser.
 
thanks
 
I think we have to check the whether before we start the game. Working backwards may work. i didn't try it.
 
yeah, you just have to try and relate acceleration to speed and time and then acceleration to force
 
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