A Course of Mathematics, Volume 1Longman, Rees, 1836 - Mathematics |
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... in the , read or the . 5 , dele either . 12 , for a the distance , read n the distance . nb 13 , for read יך n I ' 2 from note , for sec . B + , read sec . B = . A COURSE OF MATHEMATICS , & c . GENERAL PRINCIPLES viii CONTENTS .
... in the , read or the . 5 , dele either . 12 , for a the distance , read n the distance . nb 13 , for read יך n I ' 2 from note , for sec . B + , read sec . B = . A COURSE OF MATHEMATICS , & c . GENERAL PRINCIPLES viii CONTENTS .
Page 11
... Note , It is common to set the four remainders within the four angular spaces of a cross , as in the example below . Third Method . - Multiplication is also very naturally proved by Division ; for the product divided by either of the ...
... Note , It is common to set the four remainders within the four angular spaces of a cross , as in the example below . Third Method . - Multiplication is also very naturally proved by Division ; for the product divided by either of the ...
Page 14
... Note . If it be necessary to bring down more figures than one to any remainder , in order to make it as large as the divisor , or larger , a cipher must be set in the quotient for every figure so brought down more than one . TO PROVE ...
... Note . If it be necessary to bring down more figures than one to any remainder , in order to make it as large as the divisor , or larger , a cipher must be set in the quotient for every figure so brought down more than one . TO PROVE ...
Page 16
... Note . There are commonly several remainders in working by this rule , one to each division ; and to find the true or whole remainder , the same as if the division had been performed all at once , proceed as follows : Multiply the last ...
... Note . There are commonly several remainders in working by this rule , one to each division ; and to find the true or whole remainder , the same as if the division had been performed all at once , proceed as follows : Multiply the last ...
Page 35
... Note I. - If the first and third terms consist of different denominations , reduce them both to the same ; and if the second term be a compound number , it is mostly convenient to reduce it to the lowest denomination mentioned . — If ...
... Note I. - If the first and third terms consist of different denominations , reduce them both to the same ; and if the second term be a compound number , it is mostly convenient to reduce it to the lowest denomination mentioned . — If ...
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