Calculating Work Done by Gravity and Air Resistance on a Falling Raindrop

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Homework Help Overview

The discussion revolves around calculating the work done by gravity and air resistance on a falling raindrop, specifically a raindrop with a mass of 4.35 * 10^-5 kg that falls 76 meters at a constant speed. Participants are exploring the implications of constant speed on the forces acting on the raindrop.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants are attempting to understand the concept of work and how it relates to forces acting on the raindrop. Some are questioning the lack of additional information, such as time or radius, that might be necessary for solving the problem. Others are discussing the relationship between gravitational force and air resistance, particularly in the context of constant speed.

Discussion Status

There is ongoing exploration of the definitions and calculations related to work, with some participants suggesting formulas and others expressing confusion about the application of these concepts. The dialogue indicates a mix of attempts to clarify the problem and explore the necessary calculations without reaching a consensus on the method.

Contextual Notes

Participants note the absence of certain information, such as time or radius, which complicates the problem. The constant speed of the raindrop suggests a balance between gravitational force and air resistance, leading to discussions about net force and acceleration.

shakejuhn
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i am doing my hoem work and this question is confusing the hell outta me.

A 4.35 * 10^-5kg raindrop falls vertically at constant speed under the influence of gravity and air resistance. After the drop has fallen 76m, what is the work done by gravity? After J is found for gravity, what is the work done by air resistance in units of J.

i have no idea wheer to sart or what formula to plug into or even what laws to apply.

can some one please show me a set of detailed instrusctions on how to find these to answers.

thanks in advance for all of your help, bless all.
 
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Well i would have thought they would give you either a time amount or a radius of the drop, otherwise i can't see a way to solve it.

if you have a time value you can work out how far it should fall under normal gravitational conditions, and compare it to how far it did fall and use the difference to work out the energy used.
 
nope its was not in the question, all i got was the weight of the drop.

this is so confusing.
 
First of all, what is work?
 
it does not say what work is.

its a 2 part problem.

i know first i must find the work done by gravity after the drop has fallen 76m

after i find that i use the information i found to find J done by air resistance.

i hope this makes it a little bit clearer so i can get some kind of help.

thanks again all.
 
Work is the intergral of a force function. So you use f=ma to get the work done by gravity. as for the work done by air resistance i have no idea with this amount of info
 
i still confused, i use the formula F=MA

where

M= 4.35*10^-5

what would A be, it says that the drop fall at a constant speed.
 
Work is force applied through a distance. Here W=F*s, where F is the magnitude of the force on the drop and s is the distance, because the force and direction of travel are constant. The fact that the droplet is falling at a constant speed is a hint that the air resistance balances its weight.
 
ok so if i go W= F * S

i get

W= 76* 4.35*10^-5

is this setup correct?
 
  • #10
what would A be, it says that the drop fall at a constant speed.

You're right, there is no net acceleration. But, there is still work being done by gravity, so you should use a=9.8m/s^2. When trying to find the air resistance, keep in mind what you said about the drop falls at a constant speed, no net acceleration (what does this tell you about the net force).
 
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