A Course of Mathematics: In Two Volumes. For the Use of the Royal Military Academy, Volume 1Gilberte and Rivington, 1841 - Mathematics |
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Page 82
... algebraic methods and symbols . FELLOWSHIP OR PARTNERSHIP . FELLOWSHIP is the rule by which any sum or quantity may be divided into any number of parts which shall be in any given proportion to one another . By this rule are adjusted ...
... algebraic methods and symbols . FELLOWSHIP OR PARTNERSHIP . FELLOWSHIP is the rule by which any sum or quantity may be divided into any number of parts which shall be in any given proportion to one another . By this rule are adjusted ...
Page 101
... algebraic formula will be ( b + d − c ) X a - b 2 = x . 5. To take another example , suppose it were proposed to find that number to the square of which we add the number b , then the sum shall be equal to a times the number itself ...
... algebraic formula will be ( b + d − c ) X a - b 2 = x . 5. To take another example , suppose it were proposed to find that number to the square of which we add the number b , then the sum shall be equal to a times the number itself ...
Page 102
... algebraic notation in its earliest forms , and to illustrate the objects for which it was devised . 7. The discovery of formulæ for the solution of questions constitutes the algebraical problem ; and the discovery of formulæ of ...
... algebraic notation in its earliest forms , and to illustrate the objects for which it was devised . 7. The discovery of formulæ for the solution of questions constitutes the algebraical problem ; and the discovery of formulæ of ...
Page 82
... algebraic methods and symbols . FELLOWSHIP OR PARTNERSHIP . FELLOWSHIP is the rule by which any sum or quantity may be divided into any number of parts which shall be in any given proportion to one another . By this rule are adjusted ...
... algebraic methods and symbols . FELLOWSHIP OR PARTNERSHIP . FELLOWSHIP is the rule by which any sum or quantity may be divided into any number of parts which shall be in any given proportion to one another . By this rule are adjusted ...
Page 81
... algebraic part of this work . A few examples may here be added . EXAMPLES . 1. The least of ten terms in geometrical progression being 1 , and the ratio 2 ; what is the greatest term , and the sum of all the terms ? Ans . , the greatest ...
... algebraic part of this work . A few examples may here be added . EXAMPLES . 1. The least of ten terms in geometrical progression being 1 , and the ratio 2 ; what is the greatest term , and the sum of all the terms ? Ans . , the greatest ...
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Common terms and phrases
ABCD algebraic altitude arithmetical arithmetical progression base bisect breadth centre chord circle circumference coefficients common cone cosec cube root decimal denominator denoted diagonal diameter difference dihedral angle distance divided divisor draw drawn equal equation equiangular EXAMPLES expression figure fraction frustum geometrical given line greater hence inscribed integer intersection join length less lineation logarithms mantissa measure meeting method multiplied parallel parallel ruler parallelogram perpendicular plane polygon prism PROBLEM proportional quantity quotient radii radius ratio rectangle Reduce right angles rule Scholium segment sides sine solid angle solution square root straight line subtraction tangent THEOREM third trapezium triangle ABC u₁ vulgar fraction Whence