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Class 9 Physics Gravitation


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EXAMPLE5.1Twoleadsphereseachofmass1000 kgarekeptwiththeircentres1 mapart.Findthegravitationalforcewithwhichtheyattracteachother.EXAMPLE 5.1 Two lead spheres each of mass 1000 \mathrm{~kg} are kept with their centres 1 \mathrm{~m} apart. Find the gravitational force with which they attract each other.

6. At what distance from the centre of the earth does the gravitational acceleration have one half the value that It has on the earths surface?
6. At what distance from the centre of the earth does the gravitational acceleration have one half the value that It has on the earths surface?

6.AtwhatdistancefromthecentreoftheearthdoesthegravitationalaccelerationhaveonehalfthevaluethatIthasontheearthssurface?6. At what distance from the centre of the earth does the gravitational acceleration have one half the value that It has on the earths surface?

2. A hoop and disc have same mass and radius. Their rotational K.E are related by an equation.a) K . E_{\text {hoop }}=K . E_{\text {disc }} b) K . E_{\text {hoop }}=2 K . E_{\text {disc }} c) K . E_{\text {hoop }}=1 / 2 K . E_{\text {disc }} d) K . E_{\text {hoop }}=4 K . E_{\text {disc }}
2. A hoop and disc have same mass and radius. Their rotational K.E are related by an equation.a)  K . E_{\text {hoop }}=K . E_{\text {disc }} b)  K . E_{\text {hoop }}=2 K . E_{\text {disc }} c)  K . E_{\text {hoop }}=1 / 2 K . E_{\text {disc }} d)  K . E_{\text {hoop }}=4 K . E_{\text {disc }}

2.Ahoopanddischavesamemassandradius.TheirrotationalK.Earerelatedbyanequation.a)K.Ehoop =K.Edisc b)K.Ehoop =2K.Edisc c)K.Ehoop =1/2K.Edisc d)K.Ehoop =4K.Edisc 2. A hoop and disc have same mass and radius. Their rotational K.E are related by an equation.a) K . E_{\text {hoop }}=K . E_{\text {disc }} b) K . E_{\text {hoop }}=2 K . E_{\text {disc }} c) K . E_{\text {hoop }}=1 / 2 K . E_{\text {disc }} d) K . E_{\text {hoop }}=4 K . E_{\text {disc }}

23. A cyclist cycling around a circular racing track skids becausea) The centripetal force upon him is less than limiting frictionb) The centripetal force upon him is greater than limiting frictionc) The centripetal force upon him is equal to the limiting frictiond) The friction between the tyres of the cycle and road vanishes
23. A cyclist cycling around a circular racing track skids becausea) The centripetal force upon him is less than limiting frictionb) The centripetal force upon him is greater than limiting frictionc) The centripetal force upon him is equal to the limiting frictiond) The friction between the tyres of the cycle and road vanishes

23.Acyclistcyclingaroundacircularracingtrackskidsbecausea)Thecentripetalforceuponhimislessthanlimitingfrictionb)Thecentripetalforceuponhimisgreaterthanlimitingfrictionc)Thecentripetalforceuponhimisequaltothelimitingfrictiond)Thefrictionbetweenthetyresofthecycleandroadvanishes23. A cyclist cycling around a circular racing track skids becausea) The centripetal force upon him is less than limiting frictionb) The centripetal force upon him is greater than limiting frictionc) The centripetal force upon him is equal to the limiting frictiond) The friction between the tyres of the cycle and road vanishes

45. The value of gravitational constant was determined bya) Newtonb) Keplerc) Cavendishd) Maxwell
45. The value of gravitational constant was determined bya) Newtonb) Keplerc) Cavendishd) Maxwell

45.Thevalueofgravitationalconstantwasdeterminedbya)Newtonb)Keplerc)Cavendishd)Maxwell45. The value of gravitational constant was determined bya) Newtonb) Keplerc) Cavendishd) Maxwell

5. Radius of geo-stationary orbit form center of earth is nearly.a) 42000 \mathrm{~km} b) 36000 \mathrm{~km} c) 24000 \mathrm{~km} d) 18000 \mathrm{~km}
5. Radius of geo-stationary orbit form center of earth is nearly.a)  42000 \mathrm{~km} b)  36000 \mathrm{~km} c)  24000 \mathrm{~km} d)  18000 \mathrm{~km}

5.Radiusofgeostationaryorbitformcenterofearthisnearly.a)42000 kmb)36000 kmc)24000 kmd)18000 km5. Radius of geo-stationary orbit form center of earth is nearly.a) 42000 \mathrm{~km} b) 36000 \mathrm{~km} c) 24000 \mathrm{~km} d) 18000 \mathrm{~km}

40. The sun exerts a forces of attraction on the planets for keeping them in theira) Axesb) Spin-motionc) Orbitsd) None of them
40. The sun exerts a forces of attraction on the planets for keeping them in theira) Axesb) Spin-motionc) Orbitsd) None of them

40.Thesunexertsaforcesofattractionontheplanetsforkeepingthemintheira)Axesb)Spinmotionc)Orbitsd)Noneofthem40. The sun exerts a forces of attraction on the planets for keeping them in theira) Axesb) Spin-motionc) Orbitsd) None of them

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