Walkingame's Arithmetic Simplified ... |
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Page 13
... reckon the figures downwards , the same as you add them up , and if the same as the first , the sum is supposed to be right . Second , draw a line below the uppermost row , add all the rest to- gether , setting their sum under the ...
... reckon the figures downwards , the same as you add them up , and if the same as the first , the sum is supposed to be right . Second , draw a line below the uppermost row , add all the rest to- gether , setting their sum under the ...
Page 22
... reckoning 365 days in a year ? Ans . 275940 miles . 9. During a storm , the wind moves at the rate of 88 feet in a second . What rate is that per minute of 60 seconds , and what per hour of 60 minutes ? Ans . 5280 per minute ; 316800 ...
... reckoning 365 days in a year ? Ans . 275940 miles . 9. During a storm , the wind moves at the rate of 88 feet in a second . What rate is that per minute of 60 seconds , and what per hour of 60 minutes ? Ans . 5280 per minute ; 316800 ...
Page 27
... reckoning 32 quarts to the bushel ? Ans . 55 . 5. A merchant cleared £ 77112 in 21 years , how much did he clear per year ? Ans . £ 3672 . 6. What number must be multiplied by 271 to produce 7453035496 ? Ans . 27501976 . 7. Divide 12 ...
... reckoning 32 quarts to the bushel ? Ans . 55 . 5. A merchant cleared £ 77112 in 21 years , how much did he clear per year ? Ans . £ 3672 . 6. What number must be multiplied by 271 to produce 7453035496 ? Ans . 27501976 . 7. Divide 12 ...
Page 36
... reckoned common years , not leap years . By this regulation , the calendar will exceed the true Solar year by 2 hours and 40 minutes only in 400 years which is exactly 1 day in 3600 years . ADDITION OF MONEY , WEIGHTS AND MEASURES ...
... reckoned common years , not leap years . By this regulation , the calendar will exceed the true Solar year by 2 hours and 40 minutes only in 400 years which is exactly 1 day in 3600 years . ADDITION OF MONEY , WEIGHTS AND MEASURES ...
Page 46
... reckon them with the yards , & c . , at the rate of 1d . per yard , i . e . for a quarter of a yard reckon d .; for a half yard , add 1⁄2d . , & c . 14. 32 yards at 3d . per yard 2s . 8d . at 1d . Ans . 8 1 15. 56 yards of cotton , at ...
... reckon them with the yards , & c . , at the rate of 1d . per yard , i . e . for a quarter of a yard reckon d .; for a half yard , add 1⁄2d . , & c . 14. 32 yards at 3d . per yard 2s . 8d . at 1d . Ans . 8 1 15. 56 yards of cotton , at ...
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Walkingame's Arithmetic [His Tutor's Assistant] Simplified and Improved. [&C ... Francis Walkingame No preview available - 2016 |
Common terms and phrases
9 months acres allowing amount annuity annum Arithmetical barrels biquadrate Bought bushels cent.-what ciphers compound interest contained crowns cube root debt decimal denominator discount ditto Divide dividend divisor dozen ells equal farthings feet 6 inches figure gain gallons gals given number given to find greatest common measure gross guilders half half-crowns hogsheads horse hundred improper fraction Integer lease London lowest terms miles mixed number Mult Multiplicand Multiply neat weight number of terms ounce paid payable pence penny pennyweights pension pints pipes pound sterling pounds present payment present worth principal Proportion purchase quarters quarts quotient rate per cent rebate reckon Reduce remainder shillings sold square root sterling subtract subtrahend Table tare thousand Troy TROY WEIGHT VULGAR FRACTIONS weeks whole number WILLIAM NICHOLSON yard cost yards of cloth yearly rent
Popular passages
Page 117 - To reduce a mixed number to an improper fraction. RULE. Multiply the whole number by the denominator of the fraction, and to the product add the numerator for a new numerator, and place it over the denominator. 1. Reduce 127T^ to an improper fraction.
Page 118 - To reduce fractions of different denominators to equivalent fractions, having a common denominator. RULE. — Multiply each numerator into all the denominators except its own for the new numerators ; and multiply all the denominators together for a common denominator.
Page 139 - The top of a castle from the ground is 45 yards high, and is surrounded with a ditch 60 yards broad ; what length must a ladder be to reach from the outside of the ditch to the top of the castle ? Ans.
Page 56 - All small names are brought into great by dividing with so many of the less as make one of the greater.
Page 107 - II. When it is required to find how many of the last sort of coin, weight or measure, mentioned in the question,, are equal to a gjveu quantity of the first.
Page 101 - EXAMPLES. 1. A schoolmaster, being asked how many scholars he had, said, If I had as many, half as many, and one quarter as many more, I should have 264: how many had he?
Page 117 - To reduce a compound fraction to a single one. RULE. Multiply all the numerators together for a new numerator, and all the denominators for a new denominator, then reduce the new fraction to its lowest term by Case I.
Page 142 - To extract the Square Root of a Vulgar Fraction. RULE, Reduce the fraction to its lowest terms, then extract the square root of the numerator for a new numerator, and the square root of the denominator for a new denominator.
Page 142 - There is a cellar dug that is 12 feet every way, in length, breadth, and depth; how many solid feet of earth were taken out of it? Ans. 1728. 42. How many bricks 9 inches long and 4 inches wide, will pave a yard that is 20 feet square?
Page 72 - Multiply the first and second terms together, and divide the product by the third ; the quotient will be the answer in the same denomination as the middle term was reduced into.