Impulse and momentum question, relates to Biomechanics

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Homework Help Overview

The problem involves a scenario in biomechanics where a male dancer lifts and throws a female dancer into the air. The focus is on calculating the vertical velocity of the female dancer at the moment she is released, given her mass and the force exerted by the male dancer.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the application of impulse-momentum principles, specifically the relationship between force, time, mass, and change in velocity. There is a focus on the need to account for gravitational force in the calculations.

Discussion Status

Participants are exploring how to incorporate gravitational force into the problem. Some have noted the necessity of considering both the upward force exerted by the male dancer and the downward gravitational force acting on the female dancer. There is an ongoing inquiry into how these forces interact to affect the change in velocity.

Contextual Notes

There is a mention of the gravitational acceleration (g) and its role in the calculations, indicating that participants are grappling with the implications of multiple forces acting on the female dancer during the lift.

urbano
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Homework Statement



A male and female pair of dancers start dancing when the male lifts the female and throws her into the air. The female's mass is 40kg . The male exerts an average vertical force of 500n for 1.0s on the female.

What is her vertical velocity when she is released into the air ?

Homework Equations



I chose to go with Force x Change in time = Mass x Change in Velocity
FΔt = mΔv

The Attempt at a Solution



So I initially came up with

500N x 1.0s = 40kg x Change in velocity

(500N x 1.0s)/ 40kg = Change in Velocity

Change in velocity = 12.5

The correct answer (if 9.81 m/s is used for g) is 2.69 m/s upwards. I hadn't accounted for g in my answer and am not sure how to incorporate it.
 
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urbano said:
I hadn't accounted for g in my answer and am not sure how to incorporate it.
Is the force that the man exerts on her the only force acting on her?
 
to the best of my knowledge yes, I have literally written out the question as it was presented.
 
urbano said:
to the best of my knowledge yes, I have literally written out the question as it was presented.
Don't forget gravity. (That's where g comes in.)
 
yes this is where I'm confused...how do you incorporate g into it ?
 
urbano said:
yes this is where I'm confused...how do you incorporate g into it ?
There are two forces acting on the woman: The upward push from the man and the downward pull of gravity (her weight). You need to use the net force to calculate her change in velocity.
 

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