`(L^(2))/(2I)` represents

If L is the angular momentum and I is the moment of inertia of a rotating body, then (L_(2))/(21) represents

The expression [M^(1)L^(2)T^(-2)] represents

Equation of the circumcircle of a triangle formed by the lines L_(1)=0,L_(2)=0andL_(3)=0 can be written as L_(1)L_(2)+lamdaL_(2)L_(3)+muL_(3)L_(1)=0 , where lamdaandmu are such that coefficient of x^(2) =coefficient of y^(2) and coefficient of xy=0. L_(1)L_(2)^(2)+lamdaL_(2)L_(3)^(2)+muL_(1)^(2)=0 represents

Equation of the circumcircle of a triangle formed by the lines L_(1)=0,L_(2)=0andL_(3)=0 can be written as L_(1)L_(2)+lamdaL_(2)L_(3)+muL_(3)L_(1)=0 , where lamdaandmu are such that coefficient of x^(2) =coefficient of y^(2) and coefficient of xy=0. L_(1)L_(2)^(2)+lamdaL_(2)L_(3)^(2)+muL_(1)^(2)=0 represents

Equation of the circumcircle of a triangle formed by the lines L_(1)=0,L_(2)=0andL_(3)=0 can be written as L_(1)L_(2)+lamdaL_(2)L_(3)+muL_(3)L_(1)=0 , where lamdaandmu are such that coefficient of x^(2) =coefficient of y^(2) and coefficient of xy=0. L_(1)L_(2)^(2)+lamdaL_(2)L_(3)^(2)+muL_(1)^(2)=0 represents

Finding dimensions of resistance R and inductance L, speculate what physical quantities (L//R) and (1)/(2)LI^2 represent, where I is current?

The following graph represents the variation of photo current with anode potential for a metal surface . Here l_(1),l_(2) and l_(3) represents intensities and gamma_(1), gamma_(2) , gamma_(3) respectively , them .

If l_(3)andl_(2) represent angular momenta of an orbiting electron in III and II Bohr orbits respectively, then l_(3):l_(2) is :

If l_(3) and l_(2) represent angular momenta of an orbiting electron in III and II Bohr orbits