definitions with example

Hydrocarbons - Definition and Examples - Hydrocarbons are compounds containing only hydrogen and carbon. They form an important class of organic compounds. Several organic compounds are derived from hydrocarbons. Therefore, they are also referred to as parent compounds. Some ..

Hydrocarbons are compounds containing only hydrogen and carbon. They form an important class of organic compounds. Several organic compounds are derived from hydrocarbons. Therefore, they are also referred to as parent compound..

A chromosome map is a graphic representation of a linkage group in the form of a line which shows by points the sequence of the genes and the relative distance between the genes it contains. A chromosomes map is also called a linkage map or genetic map. Since the frequency of crossing over is used ..

Immunity is defined as the ability to eliminate complexes of protein molecules differing in structure from those present in the healthy animals. There are two kinds of defence mechanism against microbes a) nonspecific defence mechanism b) specific defence mechani..

Growth is defined as an increase in the size and weight of an organism due to synthesis of new protoplasm. Growth takes place at 2 different levels in an organis..

Production of offsprings by a single parent without the formation of gametes is called asexual reproduction. It is also called as somatogenic reproducti..

Thus, Respiration can be broadly defined as "the breakdown of organic compounds into simpler compounds accompanied by the release of energy in the form of ATP" Since most often the substrate is glucose, the general equation for respiration can be written as follo..

Let (B, +, ., ', 0, 1) be a Boolean algebra where B is a non-empty set, '+' and '.' are binary operations, ' is a unary operation with two special elements 0 (Zero element) and 1 (unit element). Let x 1 , x 2 , x 3 .x n are in B. Then Boolean expression in x 1 , x 2 , x 3 . x n are defined recur..

Differential Equation: A differential equation is a relation between the independent, dependent variables and their differential coefficient..