A New System of Mental Arithmetic ...Author, and published, 1837 - 173 σελίδες |
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Σελίδα 71
... 77 = 75 + 2 392 = 1521 79 = 77 + 2 402-1600 From the above it may be seen that almost ten square numbers following in succession may be obtained in the short space of one minute . TABLE SQUARES AND SQUARE ROOTS ; CUBES AND CUBE ROOTS 71.
... 77 = 75 + 2 392 = 1521 79 = 77 + 2 402-1600 From the above it may be seen that almost ten square numbers following in succession may be obtained in the short space of one minute . TABLE SQUARES AND SQUARE ROOTS ; CUBES AND CUBE ROOTS 71.
Σελίδα 118
... many farthings ? A clever and scientific person ought to be able to answer mentally several of such examples , as the above , in the short space of one minute . When we consider the time taken in the operation and 118.
... many farthings ? A clever and scientific person ought to be able to answer mentally several of such examples , as the above , in the short space of one minute . When we consider the time taken in the operation and 118.
Σελίδα 124
... MINUTE , which , those unacquainted with this system , would not believe possible . Examples in £ . sterling to be brought to farthings . No. 1234567899 £ . 768 389 468 219 600 555 816 949 989 716 10 The answers to which , corresponding ...
... MINUTE , which , those unacquainted with this system , would not believe possible . Examples in £ . sterling to be brought to farthings . No. 1234567899 £ . 768 389 468 219 600 555 816 949 989 716 10 The answers to which , corresponding ...
Σελίδα 125
... MINUTE . No. £ . 1 4,835 2 3,585 3 4,961 4 3,876 5 4,735 The answers to which are as follows . No. farthings . 1 4,641,600 2 3,441,600 4,762,560 3,720,960 4,545,600 5 Note 1. It may here be observed , that , in all examples of this kind ...
... MINUTE . No. £ . 1 4,835 2 3,585 3 4,961 4 3,876 5 4,735 The answers to which are as follows . No. farthings . 1 4,641,600 2 3,441,600 4,762,560 3,720,960 4,545,600 5 Note 1. It may here be observed , that , in all examples of this kind ...
Σελίδα 161
... minutes . Rule . Add to the days half their number for pounds , product in farthings will , in numbers , be the ... minutes in a day . EXAMPLES . In 76 days , how many minutes ? P 3 161 TIME. ...
... minutes . Rule . Add to the days half their number for pounds , product in farthings will , in numbers , be the ... minutes in a day . EXAMPLES . In 76 days , how many minutes ? P 3 161 TIME. ...
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Συχνά εμφανιζόμενοι όροι και φράσεις
12 per cent acres aliquot annexed annum answered mentally barley corns brought to farthings ciphers compound interest consequently cost price cube root deducted denominator difference dividend DIVISIONAL PROCESSES divisor doubling the right drams dwts ell English equal figure and fraction find the product find the value gain per cent gallons given number grains highest number hundreds last right hand left hand figure lowest terms mental calculation minutes multiplicand Multiply the given namely number of digits number of farthings number of figures number of months number of pounds number of shillings numeration table observe the following ounces pounds sterling principal put proceed put to interest quantity quotient rate per cent reader reduce remainder right hand figure selling price shews shillings and pence subtract Suppose tenpences three figures three left hand three right hand tons troy vulgar fraction weeks whole number yard cost yards of cloth
Δημοφιλή αποσπάσματα
Σελίδα 161 - Time, in advance, behind him hides his wings, And seems to creep, decrepit with his age ; Behold him, when past by ; what then is seen, But his broad pinions swifter than the winds ? And all mankind, in contradiction strong, Rueful, aghast ! cry out on his career.
Σελίδα 21 - Divide the numerator of the dividend by the numerator of the divisor.
Σελίδα 135 - If the price be an even number of shillings under 20 — multiply the quantity by half the number, doubling the first figure of the product for shillings, and the rest will be pounds.
Σελίδα 1 - ... and is called the denominator. The number above the line is called the numerator, because by it we enumerate, or express the number of parts taken.
Σελίδα 18 - Hence the BANK RULE. Multiply the principal by the number of days, and divide by 6000 ; the quotient will be the interest at 6 per cent. For any other rate than 6 per cent., compute the interest in the same manner, and add or subtract such part as may be required. For 4 per cent. subtract j ; for 4i per cent. subtract J ; for 5 per cent. subtract J ; for 7 per cent. add...
Σελίδα 153 - How often will the wheel of a coach, that is 17 feet in circumference, turn in 100 miles? Ans.
Σελίδα 31 - Cambric, which cost me 90/ but some Damage having happened to it, I am willing to lose...
Σελίδα 12 - RULE. Reduce the given Quantity to the lowest Name mentioned, for a Numerator ; under which put the Number of those Parts contained in an Unit of the Integer for a Denominator, then reduce the Fraaion to its lowest Terms.
Σελίδα 32 - If § of a yard cost § of a £, what will J of a yard cost? A
Σελίδα 55 - ... the amount, from which subtract the principal and the remainder will be the compound interest.