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STATEMENT-KEPLERS THIRD LAW: SQUARE OF TIME PERIOD T IS DIRECTLY PROPORTIONAL TO CUBE OF MEAN DISTANCE r

VALUE OF G = 6.67×10^−11 Nm^2/kg^2

overview of the entire chapter

►N: Newton's law of gravitation
►A: Acceleration due to
►P: Projection of satellite
►K: Kepler's law of planetory motion

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mass of the body always remains same.

Weight of the body changes as it depends on the value of acceleration due to gravity at a place
WEOGHT = (mass)(acceleration due to gravity) = mg

GRAVITATION: NEWTON'S LAW OF GRAVITATION
   • NEWTON'S LAW OF GRAVITATION| GRAVITATION| ...  

GRAVITATION: VECTOR FORM OF NEWTON'S LAW OF GRAVITATION
   • VECTOR FORM OF NEWTON'S LAW OF GRAVITATION...  

GRAVITATION: ACCELERATION DUE TO GRAVITY
   • ACCELERATION DUE TO GRAVITY| GRAVITATION| ...  

GRAVITATION: VARIATION OF ACCELERATION DUE TO GRAVITY DUE TO HEIGHT/ALTITUDE
   • Acceleration due to gravity g and Variatio...  

GRAVITATION: VARIATION OF ACCELERATION DUE TO GRAVITY DUE TO DEPTH
   • Acceleration due to gravity g and Variatio...  

GRAVITATION: VARIATION OF ACCELERATION DUE TO GRAVITY DUE TO LATITUDE ANGLE
   • VARIATION OF ACCELERATION DUE TO GRAVITY D...  

GRAVITATION: CRITICAL VELOCITY
   • CRITICAL VELOCITY| GRAVITATION| FORMULA| D...  

GRAVITATION: ESCAPE VELOCITY
   • ESCAPE VELOCITY| GRAVITATION| FORMULA| DER...  

GRAVITATION: GRAVITATIONAL POTENTIAL
   • gravitational potential V=–GM/r| GRAVITATI...  

GRAVITATION: ENERGIES OF SATELLITE
   • ENERGIES OF SATELLITE FORMULA| GRAVITATION...  

GRAVITATION: KEPLER'S THIRD LAW OF MOTION
   • KEPLER'S THIRD LAW| LAW OF PERIOD| GRAVITA...  

Gravitation full chapter explained simply.

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21) derivation of kinetic energy of satellite in gravitational field of planet
22) derivation of angular potential energy of satellite in gravitational foeld of planet
23) derivation of total energy of satellite in gravitational field of planet
24) formula of kinetic energy of satellite in gravitational field of planet
25) formula of angular potential energy of satellite in gravitational foeld of planet

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