A Course of Mathematics, Volume 1Longman, Rees, 1836 - Mathematics |
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... logarithms at the end of the first volume , and of logarithms , sines , and tan- gents , at the end of the second volume ; by the addition of Cardan's Rules for resolving cubic equations : with tables and rules for annuities ; and many ...
... logarithms at the end of the first volume , and of logarithms , sines , and tan- gents , at the end of the second volume ; by the addition of Cardan's Rules for resolving cubic equations : with tables and rules for annuities ; and many ...
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... Logarithms , their Calculation , & c ....... 244 Arithmetical Operations by Logarithms 251 Exponential Equations ............ .. 255 Simple and Compound Interest .......... 258 Annuities Series , their Summation , Reversion ...
... Logarithms , their Calculation , & c ....... 244 Arithmetical Operations by Logarithms 251 Exponential Equations ............ .. 255 Simple and Compound Interest .......... 258 Annuities Series , their Summation , Reversion ...
Page 163
... logarithms . It will be fully explained under that head . root . r- Of the other formulæ , that marked ( 2 ) is an immediate expression of the law of the forma- tion of the terms : ( 3 ) is obtained by division , and ( 1 ) by division ...
... logarithms . It will be fully explained under that head . root . r- Of the other formulæ , that marked ( 2 ) is an immediate expression of the law of the forma- tion of the terms : ( 3 ) is obtained by division , and ( 1 ) by division ...
Page 215
... logarithms and the use of tables , the foundation and structure of which have not yet been explained . On this account , the solution of such equations will be reserved for a Supplement to the use of the tables referred to . The rule in ...
... logarithms and the use of tables , the foundation and structure of which have not yet been explained . On this account , the solution of such equations will be reserved for a Supplement to the use of the tables referred to . The rule in ...
Page 243
... multiplying a + Bx + Cx2 . . . by itself , to six or eight terms , and equating the two values of ( a * ) 2 , the same result will be obtained as in the text . LOGARITHMS . IN the equation a * = N , R 2 EXPONENTIAL THEOREM . 243.
... multiplying a + Bx + Cx2 . . . by itself , to six or eight terms , and equating the two values of ( a * ) 2 , the same result will be obtained as in the text . LOGARITHMS . IN the equation a * = N , R 2 EXPONENTIAL THEOREM . 243.
Common terms and phrases
AB² ABCD Algebra altitude arithmetical arithmetical progression base bisect breadth centre chord circle circumference coefficients contained Corol cube root decimal denominator denote diagonal diameter distance divide dividend division divisor draw drawn equal equation equiangular EXAMPLES expression feet figure fraction frustum geometrical geometrical progression given number gives greater half height Hence improper fraction inches infinite series integer intersect length less logarithms measure method multiply number of terms parallel parallelogram perpendicular plane polygon PROBLEM proportional Q. E. D. THEOREM quadratic equation QUEST quotient radius ratio rectangle Reduce remainder right angles right-angled triangle rule segment sides sine solid angle square root straight line subtract surd tangent third triangle ABC u₁ VULGAR FRACTIONS yards