Cockers Arithmetick, perused by J. Hawkins1736 |
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... Examples built up gradually from the Smalleft Confideration to the greateft ; and all the Problems or Propofitions , well weighed , pertinent and clear , and not one of them throughout the Trait , taken upon Truft therefore now , Zoilus ...
... Examples built up gradually from the Smalleft Confideration to the greateft ; and all the Problems or Propofitions , well weighed , pertinent and clear , and not one of them throughout the Trait , taken upon Truft therefore now , Zoilus ...
Page 17
... Example , 3352 213 133 3968 Let there be given 3352 , and 213 , and 133 , to be ad- ded together . I fet the Units in each particular Number un- der each other , and fo likewife the Tens under the Tens , & c . and draw a Line under them ...
... Example , 3352 213 133 3968 Let there be given 3352 , and 213 , and 133 , to be ad- ded together . I fet the Units in each particular Number un- der each other , and fo likewife the Tens under the Tens , & c . and draw a Line under them ...
Page 18
... Examples of this Kind follow € 354867 Numbers to · 5 · 73846 . be added 785946 347205 Sum 2061864 748647 Numbers to be ... Example will make the Rule plain to the Learner . Thas thefe following Subis being given to be added , viz . 136 1 ...
... Examples of this Kind follow € 354867 Numbers to · 5 · 73846 . be added 785946 347205 Sum 2061864 748647 Numbers to be ... Example will make the Rule plain to the Learner . Thas thefe following Subis being given to be added , viz . 136 1 ...
Page 19
... Example in the Operation , of which the Learner , muft have an Eye to the Table of Troy- Weight . The Numbers given are 38 1. 72. 13 p . w . 18 gr . and 501. 10 q . 10p . w . 12 gr . and 42 1 , 08.07 . 05 p . m . 26 gr . And in order to ...
... Example in the Operation , of which the Learner , muft have an Eye to the Table of Troy- Weight . The Numbers given are 38 1. 72. 13 p . w . 18 gr . and 501. 10 q . 10p . w . 12 gr . and 42 1 , 08.07 . 05 p . m . 26 gr . And in order to ...
Page 20
... Example . Addition of English Measure . L. S. d . grs . 1. s . d . qrs . 436-03-07-1 184-09-10-3 . 768-17-04-2 584-11-01-0 1954-12-09-2 48-15-11 - I 76-10-07-3 18-00-05-3 24-19-09-2 168-06-10-1 Addition of Troy - Weight . 7 . 07 ...
... Example . Addition of English Measure . L. S. d . grs . 1. s . d . qrs . 436-03-07-1 184-09-10-3 . 768-17-04-2 584-11-01-0 1954-12-09-2 48-15-11 - I 76-10-07-3 18-00-05-3 24-19-09-2 168-06-10-1 Addition of Troy - Weight . 7 . 07 ...
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Common terms and phrases
12 Months 3d Rule 7th Rule againſt alfo Anfwer Arithm Arithmetick becauſe bought Bufhels of Wheat Cafe Chap Chapter coft confift confifteth contained Cyphers Days defire to know demand divide Dividend Divifion is ended Double Rule Ducats Ells equal Example expreffed Facit faid fame Denomination Farthings fecond Number feve feveral fhall Figure fingle firft firſt followeth ftand fubtract fuch Gain Gallons given Number Half-pence hath improper Fraction Integer Intereft laft laſt Learner leffer likewife Line Margent Meaſure mixt Number Multiplicand multiply the Divifor muſt Number fought Numbers given obferve Ounces Pence Penny-weight Perches Pieces Pofition Pound Sterling Pounds Price produceth Product Proportion Quantity Queft Queſtion Quotient Rate Reafon reduce refolve refpectively reft Remainder Rule of Three Shillings Single Rule ſtand Terms thefe Thing third Number thofe Three Direct Troy-weight Value Vulgar Fractions Weight wherefore whofe whole Number Yards
Popular passages
Page 150 - Reduce compound fractions to simple ones, and mixt numbers to improper fractions ; then multiply the numerators together for a new numerator, and the denominators for. a new denominator.
Page 34 - The Multiplicand, or Number to be multiplied. Secondly, The Multiplier, or Number by which we multiply.
Page 51 - Cut off- as many figures from the right hand of the dividend as there are ciphers in the divisor. The remaining figures of the dividend will be the quotient, and those cut off the remainder.
Page 33 - Product may come forth, or be discovered. Or, Multiplication is the increasing of any one number by another ; so often as there are Units in that number, by which the other is increased, or by having two numbers given to find a third, which shall contain one of the numbers as many times as there are...
Page 87 - And if any three quantities, a, b, c, (2,4, 6,) be in arithmetical proportion, the double of the mean is equal to the sum of the extremes, r . THEOREM 2.
Page 41 - Quantity given, into any parts assigned ; Or to find how often one Number is Contained in another ; Or from any two Numbers given to find a third that...
Page 18 - ... gathering together and bringing of two numbers or more into one summe. Hodder. Addition teacheth you to add two or more sums together to make them one whole or total sum. Cocker. Addition is the Reduction of two, or more numbers of like kind together into one Sum or Total. Or it is that by which divers numbers are added together, to the end that the Sum or Total value of them all may be discovered. SUBTRACTION.
Page 26 - Inequality, excess, or difference between the numbers given, or Subtraction is that by which one number is taken out of another number given, to the end that the residue, or remainder may be known, which remainder is also called the rest, Remainder, or difference of the numbers given. MULTIPLICATION. Recorde. Multiplication is such an operation, that by two summes...
Page 4 - Number, or rather the Medium between increafing and decreafing Numbers, commonly called abfolute or whole...
Page 120 - If 8 cannons in one day spend 48 barrels of powder, I demand how many barrels 24 cannons will spend in 22 days ? Ans. 3168.