A Course of Mathematics, Volume 1Longman, Rees, 1836 - Mathematics |
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... difference ; also in many of the mechanical and philosophical parts which follow , in the second volume . In the Conic Sections , too , it may be observed , that the first theorem of each section only is proved from the cone itself ...
... difference ; also in many of the mechanical and philosophical parts which follow , in the second volume . In the Conic Sections , too , it may be observed , that the first theorem of each section only is proved from the cone itself ...
Page 8
... difference , or the remainder , by taking the less from the greater . The method of doing which is as follows : Place the less number under the greater , in the same manner as in Addition , that is , units under units , tens under tens ...
... difference , or the remainder , by taking the less from the greater . The method of doing which is as follows : Place the less number under the greater , in the same manner as in Addition , that is , units under units , tens under tens ...
Page 27
... difference between the Subsistence and Gross Pay of the Officers of these Regiments , after deducting Pound- age , Hospital , and Agency , is paid as " Arrears . " MEM . - Regimental Surgeons of the Line , those of the Royal Artillery ...
... difference between the Subsistence and Gross Pay of the Officers of these Regiments , after deducting Pound- age , Hospital , and Agency , is paid as " Arrears . " MEM . - Regimental Surgeons of the Line , those of the Royal Artillery ...
Page 28
... difference between any two numbers of different denominations . To perform which , observe the following Rule . * PLACE the less number before the greater , so that the parts of the same denomination may stand directly under each other ...
... difference between any two numbers of different denominations . To perform which , observe the following Rule . * PLACE the less number before the greater , so that the parts of the same denomination may stand directly under each other ...
Page 29
... difference between 731 51d and 197 13s 10d ? Ans . 531 6s 74d . 6. A lends to B 1007 .; how much is B in debt after A has taken goods of him to the amount of 731 12s 4ąd ? Ans . 261 7s 74d . 7. Suppose that my rent for half a year is ...
... difference between 731 51d and 197 13s 10d ? Ans . 531 6s 74d . 6. A lends to B 1007 .; how much is B in debt after A has taken goods of him to the amount of 731 12s 4ąd ? Ans . 261 7s 74d . 7. Suppose that my rent for half a year is ...
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