Elements of Algebra. For the Use of Students in UniversitiesWilliam Creech, and sold, 1796 - 311 sider |
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Resultater 1-5 af 63
Side 3
... equal parts , their relations , in refpect of magnitude , or their propor- tions , may be expreffed by numbers ; one of these equal parts being denoted by the unit . Arithmetic , however , is used in ex- preffing only the conclufions of ...
... equal parts , their relations , in refpect of magnitude , or their propor- tions , may be expreffed by numbers ; one of these equal parts being denoted by the unit . Arithmetic , however , is used in ex- preffing only the conclufions of ...
Side 8
... equal to the ex- cefs of b above c . When quantities are confidered abstract- ly , the + and denote addition and fub- traction only , according to Def . II . III .; and the terms pofitive and negative express the fame ideas . In that ...
... equal to the ex- cefs of b above c . When quantities are confidered abstract- ly , the + and denote addition and fub- traction only , according to Def . II . III .; and the terms pofitive and negative express the fame ideas . In that ...
Side 14
... the differ- ence will continue the fame ; that is , the ex- cess of a above.c - d , is equal to the excess of ad above c - d + d ; that is , to the excefs of ad above c , which plainly is a a + d - c , and is therefore the ( 14 )
... the differ- ence will continue the fame ; that is , the ex- cess of a above.c - d , is equal to the excess of ad above c - d + d ; that is , to the excefs of ad above c , which plainly is a a + d - c , and is therefore the ( 14 )
Side 34
... equal value , that hall have the fame denomina- tor . Rule . Multiply each numerator , feparately taken , into all the denominators but its own , and the products fhall give the new numerators . Then multiply all the deno- minators into ...
... equal value , that hall have the fame denomina- tor . Rule . Multiply each numerator , feparately taken , into all the denominators but its own , and the products fhall give the new numerators . Then multiply all the deno- minators into ...
Side 35
William Trail. a C Example . Let the fractions be they are d f respectively equal to adf bef bde . bdf bdf bdf The reason of the operation appears from the preceding propofition ; for the nume- rator and denominator of each fraction are ...
William Trail. a C Example . Let the fractions be they are d f respectively equal to adf bef bde . bdf bdf bdf The reason of the operation appears from the preceding propofition ; for the nume- rator and denominator of each fraction are ...
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Elements of Algebra. for the Use of Students in Universities. Third Edition ... William Trail Ingen forhåndsvisning - 2018 |
Elements of Algebra. for the Use of Students in Universities William Trail Ingen forhåndsvisning - 2018 |
Almindelige termer og sætninger
abfolute term affumed alfo algebra algebraical quantities alſo anſwer arifing cafe called Chap coefficient cofine conftruction continued fraction correfponding cubic equation curve deduced denominator denote dimenfions divided dividend divifible divifion divifor diviſible eaſily equa equal example exponents expreffed expreffion faid fecond term feries fides fimple equations fince firft term firſt folution fome fquare root fraction ftraight line fubftituted fubtracted fuch fuppofed furds geometrical given equation greateſt hence impoffible inferted integer intereft interfection itſelf laft laſt lefs leſs logarithms meaſure moſt muft multiplied muſt neceffary negative notation number of terms obferved odd number phyfical poffible pofitive poſitive powers preceding Prob problem Prop propofition proportional equation quadratic quadratic equation quan queftion quotient radical fign reaſoning refolved refult remainder repreſent rule SCHOLIUM ſign ſquare thefe theorem theſe thofe thoſe tion tities Tranfp unknown quantity uſed