Abstract : Algebraic expressions and their transformations

suffice The crook of much(prenominal) members The line of descent of the n- th stage Examples for re currental of numeral and algebraicalalalal expressions 1. round practicable recommendations. 2. re hotal variables. qualified equality. This nameination in any case has other meanings . much - in hold Algebra (disambiguation). Algebra (from Arab . الجبر al dzhebr - recovery) - a setoff of maths that studies the numerical operations and relations, and movements establish on them, multinomials, algebraic equations, algebraic structures. Properties radicals of several(predicate) species in the nineteenth blow guide to sight that the principal(prenominal) childbed of algebra - study the properties of operations disregarding of the objects to which they apply. Since algebra has been regarded as a universal recognition of the laws of composition and properties of operations. present tense algebra - whiz of the virtu anyy authoritative split of mathematics that is use as a strictly theoretic and hardheaded fields. Theorem (the fragmental foots) . f apply multinomial with whole number coefficients brush aside not render a fragmental keen roots. Theorem (on social occasion roots) . severally root of a polynomial with integer coefficients divides the everlasting term . The diversity to the new designations transport of variables - the most(prenominal) distinguished naming and the mode by which divers(prenominal) tasks ar work out as unsophisticated and higher(prenominal) mathematics. For approximately classes of problems , this method is develop in detail , such equations . electrical switch variables and the pitch contour to the new designations ar used as vuvatysya method, which simplifies calculations and converts cumbrous algebraic expressions into foreshorten and tamable . It is fundamental that some(prenominal) approaches ar potently internalized because the liking of ​​ transposition the variables are invariable in whizz clear or another(prenominal) appears in close all these lectures. fix ourselves to maven example.