Algebra1860 |
Inni boken
Resultat 1-5 av 100
Side 9
... Hence we obtain a − b + c + e - d , which is the same as a b + c − d + e ; thus the result agrees with the rule above given . The result is called the sum . We may write our result thus : a − b + ( c − d + e ) = a − b + c − d + e ...
... Hence we obtain a − b + c + e - d , which is the same as a b + c − d + e ; thus the result agrees with the rule above given . The result is called the sum . We may write our result thus : a − b + ( c − d + e ) = a − b + c − d + e ...
Side 10
... Hence we must increase the result by c ; thus a− ( b −c ) = a − b + c . Similarly , suppose we have to take b - c - d + e from a . This is the same thing as taking b + e - c - d from a . Take away b + e from a and the result is a b ...
... Hence we must increase the result by c ; thus a− ( b −c ) = a − b + c . Similarly , suppose we have to take b - c - d + e from a . This is the same thing as taking b + e - c - d from a . Take away b + e from a and the result is a b ...
Side 14
... hence the product of a + b and c is denoted by ac + bc . For it follows , as in Arithmetic , from our notion of multiplication , that to multiply any quantity by a number we have only to multiply all the parts of that quantity by the ...
... hence the product of a + b and c is denoted by ac + bc . For it follows , as in Arithmetic , from our notion of multiplication , that to multiply any quantity by a number we have only to multiply all the parts of that quantity by the ...
Side 15
... Hence it is b Similarly , we observe , that corresponding to the terms and - c which occur in two binomial factors , there is a term bc in the product of the factors ; hence it is often stated as an independent truth , that -bx - c = bc ...
... Hence it is b Similarly , we observe , that corresponding to the terms and - c which occur in two binomial factors , there is a term bc in the product of the factors ; hence it is often stated as an independent truth , that -bx - c = bc ...
Side 22
... Hence if m and n be any whole numbers , and m greater than n , we have a " ÷ a " or am a " m - n = a 63. Again , suppose we have such an expression as may write it thus a2 × 1 α κα We 5 . ; then , as in Art . 61 , we may remove the ...
... Hence if m and n be any whole numbers , and m greater than n , we have a " ÷ a " or am a " m - n = a 63. Again , suppose we have such an expression as may write it thus a2 × 1 α κα We 5 . ; then , as in Art . 61 , we may remove the ...
Innhold
58 | |
60 | |
61 | |
62 | |
82 | |
88 | |
91 | |
99 | |
102 | |
111 | |
121 | |
124 | |
146 | |
158 | |
164 | |
175 | |
182 | |
189 | |
198 | |
206 | |
212 | |
222 | |
227 | |
306 | |
310 | |
318 | |
326 | |
331 | |
336 | |
351 | |
359 | |
367 | |
373 | |
375 | |
376 | |
378 | |
388 | |
398 | |
414 | |
445 | |
445 | |
467 | |
491 | |
496 | |
506 | |
14 | |
Andre utgaver - Vis alle
Vanlige uttrykk og setninger
7th term a+b+c arithmetic mean arithmetical ax² Binomial Theorem black balls chance cloth coefficient common contains continued fraction convergent Crown 8vo denote digits divided divisible divisor equal event example expansion Extract the square factors Fcap Find the number Geometrical Progression greater than unity Hence least common multiple less than unity letters logarithm miles multiply negative quantity number of combinations number of terms obtain occur P₁ positive integers positive quantity preceding article prime number probability problem quadratic equation quadratic surd quotient radix ratio recurring decimal remainder result scale shew shillings Similarly solution square number square root subtraction suppose supposition surd things taken trial unknown quantities white balls whole number
Populære avsnitt
Side 445 - New Edition. Crown 8vo. $s. KEY TO PLANE TRIGONOMETRY. Crown 8vo. los. 6d. A TREATISE ON SPHERICAL TRIGONOMETRY. New Edition, enlarged. Crown 8vo. 4-?. 6d. PLANE CO-ORDINATE GEOMETRY, as applied to the Straight Line and the Conic Sections. With numerous Examples.
Side 445 - Christ and other Masters. A Historical Inquiry into some of the Chief Parallelisms and Contrasts between Christianity and the Religious Systems of the Ancient World.
Side 467 - A GENERAL SURVEY OF THE HISTORY OF THE CANON OF THE NEW TESTAMENT DURING THE fIRST FOUR CENTURIES. Fourth Edition. With Preface on "Supernatural Religion.
Side 48 - If the numerator and denominator of a fraction be multiplied by the same number, the value of the fraction is not altered.
Side 465 - Prize Essay for 1877. 8vo. &r. 6d. SMITH— Works by the Rev. BARNARD SMITH, MA, Rector of Glaston, Rutland, late Fellow and Senior Bursar of St. Peter's College, Cambridge. ARITHMETIC AND ALGEBRA, in their Principles and Application ; with numerous systematically arranged Examples taken from the Cambridge Examination Papers, with especial reference to the Ordinary Examination for the BA Degree.
Side 445 - Crown 8vo. 7s. 6d. HOWARD. — The Pentateuch ; Or, the Five Books of Moses. Translated into English from the Version of the LXX. With Notes on its Omissions and Insertions, and also on the Passages in which it differs from the Authorized Version. By the Hon. HENRY HOWARD, DD Crown 8vo. GENESIS, One Volume, 8s. 6d. ; EXODUS AND LEVITICUS, One Volume, 10s. 6d. ; NUMBERS AND DEUTERONOMY, One Volume, 10s. 6d. HOZIER. — The Seven Weeks' War ; Its Antecedents and its Incidents.
Side 468 - Wilson. — A MEMOIR OF GEORGE WILSON, MD, FRSE, Regius Professor of Technology in the University of Edinburgh. By his SISTER. New Edition. Crown 8vo. 6s. "An exquisite and touching portrait of a rare and beautiful spirit.
Side 467 - The fitness of Holy Scripture for Unfolding the Spiritual Life of Man : Christ the Desire of all Nations ; or, the Unconscious Prophecies of Heathendom.
Side 463 - NAPIER.— Lord Bacon and Sir Walter Raleigh. Critical and Biographical Essays. By MACVEY NAPIER, late Editor of the Edinburgh Review and of the Encyclopedia Britannica. Post 8vo. cloth, Is.
Side 445 - FROST— The First Three Sections of Newton's Principia. With Notes and Problems in illustration of the subject. By PERCIVAL FROST, MA late Fellow of St.