A Course of Mathematics: In Two Volumes. For the Use of the Royal Military Academy, Volume 1Gilberte and Rivington, 1841 - Mathematics |
From inside the book
Results 6-10 of 99
Page 4
... simple value ; but that in the second place , denotes ten times its simple value ; and that in the third place , a hundred times its simple value ; and so on : the value of any figure , in each successive place , being always ten times ...
... simple value ; but that in the second place , denotes ten times its simple value ; and that in the third place , a hundred times its simple value ; and so on : the value of any figure , in each successive place , being always ten times ...
Page 11
... simple value ; and therefore the first figure of this product must be set in the place of tens ; or , which is the same 1234567 the multiplicand . thing , directly under the figure multiplying by . And proceeding in this manner ...
... simple value ; and therefore the first figure of this product must be set in the place of tens ; or , which is the same 1234567 the multiplicand . thing , directly under the figure multiplying by . And proceeding in this manner ...
Page 27
... Simple Addition . EXAMPLES OF MONEY . 1 . £ S 7 13 3 73 d 2 . £ S d 3 . £ S d 4 . £ S d 14 7 5 15 17 10 53 14 8 3 5 10 / 6 18 7 0 2 52 4 0 3 8 19 2 7 8 1 21 2 9 7 16 8 3 14 6 23 6 23 14 942 15 6 4 6 7 5 0 13 2 5 5 10 23 93 11 17 15 4 0 ...
... Simple Addition . EXAMPLES OF MONEY . 1 . £ S 7 13 3 73 d 2 . £ S d 3 . £ S d 4 . £ S d 14 7 5 15 17 10 53 14 8 3 5 10 / 6 18 7 0 2 52 4 0 3 8 19 2 7 8 1 21 2 9 7 16 8 3 14 6 23 6 23 14 942 15 6 4 6 7 5 0 13 2 5 5 10 23 93 11 17 15 4 0 ...
Page 30
... what has been said in Simple Subtraction ; for the borrowing depends on the same principle , and is only different as the numbers to be subtracted are of different denominations . line , from the one just above it , and 30 ARITHMETIC .
... what has been said in Simple Subtraction ; for the borrowing depends on the same principle , and is only different as the numbers to be subtracted are of different denominations . line , from the one just above it , and 30 ARITHMETIC .
Page 31
... Simple Subtraction . EXAMPLES OF MONEY . 1 . £ S d From 79 17 832 Take 35 12 44 Rem . 44 5 4 Proof 79 17 2 . 3 . 4 . £ S d £ S d £ S d 103 3 2 81 10 11 254 12 10 71 12 52 29 13 3 37 9 43 31 10 83 831 103 3 21 5. What is the difference ...
... Simple Subtraction . EXAMPLES OF MONEY . 1 . £ S d From 79 17 832 Take 35 12 44 Rem . 44 5 4 Proof 79 17 2 . 3 . 4 . £ S d £ S d £ S d 103 3 2 81 10 11 254 12 10 71 12 52 29 13 3 37 9 43 31 10 83 831 103 3 21 5. What is the difference ...
Other editions - View all
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