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conservative force a force is told conservative when the work completed by the force in moving a particle from an instance to another instance is
ortho meta and para1 ortho or 1 2- if the two substituents are on the adjacent carbon atoms the compound is said to be ortho or 1 2-2 meta or 1 3-
mechanical energy e of particle system or object is explained as the sum of kinetic energy k and potential energy u ie e k u it is a scalar
two point changes q1 and q2 are placed at a distance r from one another then electrostatic potential energy of two phase charge system will be
the energy possessed by a object by virtue of its position or its configuration is called its potential energyconcept of potential energy is valid
the energy possessed by a object by virtue of its motion is known as kinetic energy kethe ke of a moving body is similar to the amount of work that
nomenclature of simple aromatic compoundsaromatic compounds are those that consist of one or more benzene rings in them an aromatic substance has two
energy is defined as internal capacity of doing work when we call that a body has energy we denote that it can do workenergy seems in many forms such
the turning movement of a particle about the axis of rotation is called the angular momentum of the particle and is measured as the product of the
verify louisville3939s formula for y quot-yquot - y3939 y 0 in 0 1
in whole analog to the work energy theorem for the translator motion it might be stated for rotational motion as delta wrot krotthe net
causality principle for the klein- gordon equation in one dimension deduce that the speed of propagation is at most cdrive causality principle for
for a very every case the moment of inertia of a one particle about an axis is given by i mr2 here m is the mass of the particle and r its
like the centre of mass the moment of inertia is a function of a body that is concurrent to its mass distribution moment of inertia gives a
selecting and numbering the principal chain selecting the principal chain choose the longest continuous chain of carbon atoms consisting of the
principal functional group-polyfunctional organic compounds if the organic compound includes two or more functional groups one of the functional sets
the rate of change of angular velocity with related to time is known as angular
polyfunctional organic compoundsorganic elements that have two or more functional groups are known polyfunctional compounds their iupac names are
the power of change of angular displacement with respect to time is known as angular
translational if a body goes such that its orientation does not change with respect to time then body is said to move in translational motionrotation
a rigid object is a body with a exact and unchanged size and shape ie a body is said to be rigid if the distance among any two particles of the body
when two objects collide like there velocities are not in the line of action of contact force then the collision is known as oblique collisionwe can
elastic collision a collision is known as elastic when kinetic energy is also conserved along with the linear momentum there is no transformation or
these are the case studies that will be used to partly assess your taught elements of fine chemical production there were lectures mainly dealing