The PE of particle of mass m free to move along x axis is U = 1/2kx^2 for x < 0 , U = 0 . , If total ME is E then it's speed at x = - √2√E/√k is ?
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Heya......!!!!
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Given in the Question :-
• Potential Energy = 1/2kx^2
• Mechanical energy = E
Now ,, from Conservation of Energy :-
=> PE + KE = E
=> KE = E - PE
=> KE = E - 1/2Kx^2
Kinetic Energy at x = - √2√E / √k is.....
=> E - 1/2 k × ( 2E/k ) = 0
Hence ,,,, Speed of particle at x = - √2√E ÷√k
➡➡=>> Zero ( 0 ).
______________________________
Hope It helps You ^_^
______________________________
Given in the Question :-
• Potential Energy = 1/2kx^2
• Mechanical energy = E
Now ,, from Conservation of Energy :-
=> PE + KE = E
=> KE = E - PE
=> KE = E - 1/2Kx^2
Kinetic Energy at x = - √2√E / √k is.....
=> E - 1/2 k × ( 2E/k ) = 0
Hence ,,,, Speed of particle at x = - √2√E ÷√k
➡➡=>> Zero ( 0 ).
______________________________
Hope It helps You ^_^
Reymanm:
Thanks
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