A Course of Mathematics: In Two Volumes. Composed for the Use of the Royal Military Academy, Volume 1Longman, Orme & Company, 1841 - Mathematics |
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Page 13
... Multiply 81503600 by 7030 . 4. Multiply 9030100 by 2100 . 5. Multiply 8057069 by 70050 . Ans . 572970308000 . Ans . 18963210000 . Ans . 564397683450 . II . When the Multiplier is the product of two or more Numbers in the Table ; then ...
... Multiply 81503600 by 7030 . 4. Multiply 9030100 by 2100 . 5. Multiply 8057069 by 70050 . Ans . 572970308000 . Ans . 18963210000 . Ans . 564397683450 . II . When the Multiplier is the product of two or more Numbers in the Table ; then ...
Page 13
... Multiply the divisor by this number , and set the product under the figures of the dividend before mentioned . - Subtract this product from that part of the dividend under which it stands , and bring down the next figure of the dividend ...
... Multiply the divisor by this number , and set the product under the figures of the dividend before mentioned . - Subtract this product from that part of the dividend under which it stands , and bring down the next figure of the dividend ...
Page 14
... Multiply the divisor by this number , and set the product under the figures of the dividend before mentioned . - Subtract this product from that part of the dividend under which it stands , and bring down the next figure of the dividend ...
... Multiply the divisor by this number , and set the product under the figures of the dividend before mentioned . - Subtract this product from that part of the dividend under which it stands , and bring down the next figure of the dividend ...
Page 17
... multiply this sum by the next divisor , and add the product to the third remainder , putting the sum under the third remainder : multiply this sum by the next divisor , and so on till the last sum falls under the last remainder . This ...
... multiply this sum by the next divisor , and add the product to the third remainder , putting the sum under the third remainder : multiply this sum by the next divisor , and so on till the last sum falls under the last remainder . This ...
Page 18
... multiply the divisor by the quotient figures as before , and , without setting down the product , subtract each ... multiplication and sub- traction . EXAMPLES . 1. Divide 3104679 by 833 . 88 833 . 833 ) 3104679 ( 37278 6056 2257 5919 88 ...
... multiply the divisor by the quotient figures as before , and , without setting down the product , subtract each ... multiplication and sub- traction . EXAMPLES . 1. Divide 3104679 by 833 . 88 833 . 833 ) 3104679 ( 37278 6056 2257 5919 88 ...
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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