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7- The angular momentum of a particle is related to the rate at which the radius vector sweeps out area which equal to : aA 2m a- b- at d- at Zm at 2ma 8- The condition for a Force to be conservative is: a- V.F =0 , b v+F=0 ,e v-F= 0 , d- V XF=0 ,e- V/F = 0 9. Hamilton's function is: a- H = T+V, b- H = T-V e- H = T.V ,d- H=TxV, e- H = T/V

7- The angular momentum of a particle is related to the rate at which the radius vector sweeps out area which equal to : aA 2m a- b- at d- at Zm at 2ma 8- The condition for a Force to be conservative is: a- V.F =0 , b v+F=0 ,e v-F= 0 , d- V XF=0 ,e- V/F = 0 9. Hamilton's function is: a- H = T+V, b- H = T-V e- H = T.V ,d- H=TxV, e- H = T/V

Physics for Scientists and Engineers, Technology Update (No access codes included)
Physics for Scientists and Engineers, Technology Update (No access codes included)
9th Edition
ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter10: Rotation Of A Rigid Object About A Fixed Axis
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7- The angular momentum of a particle is related to the rate at which the radius vector sweeps out area which equal to : aA a- at 2m b- at C- at d- at ,e- 2m 2m a 8- The condition for a Force to be conservative is: a- V.F = 0 , b V+F = 0 ,e v-F = 0 , d- V XF = 0 ,e- V/F = 0 9- Hamilton's function is: a- H =T+V , b- H =T-V, e H = T.V ,d- H = Tx V, e H= T/V 10- A certain minimum number of coordinates is required to specify the configuration of a given system q1,92.93 called: a- Polar coordinates. ,b- Cartesian coordinates. ,c- Generalized coordinates. d-Cylindrical coordinates. e- Spherical coordinates. 11- The work done on the particle is equal to : a- Increment in the Kinetic energy S f.dr f dT b- Increment in the Potential energy S f.dr f dV e Increment in the angular momentum S f.dr = S dL d- Increment in the Electric S f. dr = S dE e Increment in the momentum S f.dr = S dP 12- The gravitational field intensity (g) is : „d- g= C- 13-The equation of the path for the two dimensional Isotropic Oscillator reduces to : +=1 If the phase difference A is equal : a- A =1, b- A = 2n, c- A = zero, d- A = 3n , e- A= 14- In a holonomic system : a- The coordinates cannot all vary independently. b The number of coordinates "n" is also to the number of degree of freedom. e- The number of degree of freedom is less than the number of coordinates. d- The number of degree of freedom is greater than the number of coordinates. e The number of degree of freedom cannot all vary independently. 15- Periodic time of orbital motion ( 3rd Kepler's law ) express as: 7= ca? , b- t = ca/2 , - T= ca d- T= ca/2 • e T= ca 3/2 a- Where c= 2n ( GM
Transcribed Image Text:7- The angular momentum of a particle is related to the rate at which the radius vector sweeps out area which equal to : aA a- at 2m b- at C- at d- at ,e- 2m 2m a 8- The condition for a Force to be conservative is: a- V.F = 0 , b V+F = 0 ,e v-F = 0 , d- V XF = 0 ,e- V/F = 0 9- Hamilton's function is: a- H =T+V , b- H =T-V, e H = T.V ,d- H = Tx V, e H= T/V 10- A certain minimum number of coordinates is required to specify the configuration of a given system q1,92.93 called: a- Polar coordinates. ,b- Cartesian coordinates. ,c- Generalized coordinates. d-Cylindrical coordinates. e- Spherical coordinates. 11- The work done on the particle is equal to : a- Increment in the Kinetic energy S f.dr f dT b- Increment in the Potential energy S f.dr f dV e Increment in the angular momentum S f.dr = S dL d- Increment in the Electric S f. dr = S dE e Increment in the momentum S f.dr = S dP 12- The gravitational field intensity (g) is : „d- g= C- 13-The equation of the path for the two dimensional Isotropic Oscillator reduces to : +=1 If the phase difference A is equal : a- A =1, b- A = 2n, c- A = zero, d- A = 3n , e- A= 14- In a holonomic system : a- The coordinates cannot all vary independently. b The number of coordinates "n" is also to the number of degree of freedom. e- The number of degree of freedom is less than the number of coordinates. d- The number of degree of freedom is greater than the number of coordinates. e The number of degree of freedom cannot all vary independently. 15- Periodic time of orbital motion ( 3rd Kepler's law ) express as: 7= ca? , b- t = ca/2 , - T= ca d- T= ca/2 • e T= ca 3/2 a- Where c= 2n ( GM
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