prove conservation of energy?
@panlac01,@Neemo @ash2326 @zepp
@HERO
What energy are you talking about? Mechanical energy? If you mean total energy, (even if a specific answer is expected for this question) it is good to know that energy is a concept that was historically created to be conserved. Every time a non conservation was observed, a new type of energy was created to account for the missing value. (e.g. potential energy)
yes about mechanical energy
@Vincent-Lyon.Fr
Start with N's 2nd law with a conservative force then: - multiply by velocity - take time integral and identify kinetic energy and potential energy associated to the conservative force
after that
now i hav 2 go so, can u solved it in detail i will be thankful 2 u 4 that .
well i can explain it with some example that would be enough or you want derivation??
well @ruchi you can consider an example of projectile total energy of projectile at any point is conserved that is k.e. + p.e. at starting point k.e. is max because velocity is max w.r.t. velocity ( v ) decreases so k.e.(1/2mv^2) decreases too but as incerease in height ( h ) of projectile p.e.(p=mgh) incresses at heighest point k.e.=0 and total energy=p.e. at time of prejection and time when projectile strikes floor p.e.=0 total energy=k.e. so kinetic and potential energies vary inversly proportional to make total energy conserved.
@Ruchi.
I already sent him a paper proving that conservation of energy exists
about to send him a lecture done by Feynman also.
oh good @panlac01 send me too i will study it i might learn something
http://finedrafts.com/files/feynman/physics/Vol%201%20Ch%2004%20-%20Conservation%20of%20Energy.pdf
Energy given is energy used up
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