Arithmetic, theoretical and practical. [With] Key |
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Page 8
... quantities , denotes that they are equal to one another : thus— 7 + 8 = 15 , means that 7 and 8 added together are equal to 15 . The sign .. signifies therefore , and ・・ because . As the pupil cannot be expected to make any progress ...
... quantities , denotes that they are equal to one another : thus— 7 + 8 = 15 , means that 7 and 8 added together are equal to 15 . The sign .. signifies therefore , and ・・ because . As the pupil cannot be expected to make any progress ...
Page 13
... quantity of mineral dug in the United Kingdom was as follows : tin ore , 9783 tons ; copper ore , 229455 tons ; lead ore , 96820 tons ; silver , 15 tons ; zinc ore , 9289 tons ; sulphur ore , 74679 tons ; arsenic , 476 tons ; cobalt , 4 ...
... quantity of mineral dug in the United Kingdom was as follows : tin ore , 9783 tons ; copper ore , 229455 tons ; lead ore , 96820 tons ; silver , 15 tons ; zinc ore , 9289 tons ; sulphur ore , 74679 tons ; arsenic , 476 tons ; cobalt , 4 ...
Page 24
... quantity may be multiplied by one of the numbers or factors producing the multiplier , and the product by the other ; the last product is the answer . This method is useful chiefly as an exercise for the scholar . In practice , the ...
... quantity may be multiplied by one of the numbers or factors producing the multiplier , and the product by the other ; the last product is the answer . This method is useful chiefly as an exercise for the scholar . In practice , the ...
Page 35
... quantity of sheep , lamb , and alpaca wool imported into Britain was 129749898 lbs . ; how many lbs . were imported on an average daily , allowing 365 days to the year ? Ans . 355479635 63 lbs . 2. The population of London in 1851 was ...
... quantity of sheep , lamb , and alpaca wool imported into Britain was 129749898 lbs . ; how many lbs . were imported on an average daily , allowing 365 days to the year ? Ans . 355479635 63 lbs . 2. The population of London in 1851 was ...
Page 44
... QUANTITY FROM A HIGHER TO A lower DENOMINATION . [ Multiply the quantity . ] RULE . - 1 . Consider how many of the next lower denomina- tion make one of the highest , and by that number multiply the highest denomination , adding to the ...
... QUANTITY FROM A HIGHER TO A lower DENOMINATION . [ Multiply the quantity . ] RULE . - 1 . Consider how many of the next lower denomina- tion make one of the highest , and by that number multiply the highest denomination , adding to the ...
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Common terms and phrases
acres aliquot amount annexed annuity answer required bought breadth calculated cancel ciphers cloth common denominator compound interest compound numbers contain converted cube root cubic debt decimal places denote discount divided dividend division equal Example Example.-What Exercises Exercises.-What farthings find the price Find the value florins foot fourth gain gallons given number given sum guineas hence highest denomination inches insured integer last figure least common multiple lower denomination lowest terms measure miles mixed numbers months multiplicand multiplied number of days number of terms ounce partial divisor pence period places of decimals policy-duty pound premium present value present worth Pupil quantity quotient rate per cent ratio reckoned recurring decimal remainder rent result rule RULE.-Multiply selling price share Simple Proportion sold solid square feet square root sterling subtract tare third term tons VULGAR FRACTIONS weight whole number yards
Popular passages
Page 197 - Multiply the divisor, thus increased, by the last figure of the root; subtract the product from the dividend, and to the remainder bring down the next period for a new dividend. 5. Double the whole root already found for a new divisor, and continue the operation as before, until all the periods are brought down. NOTE.
Page 34 - To divide by 10, 100, &c., is simply cutting off as many figures from the right of the dividend as there are ciphers in the divisor.
Page 177 - Divide the sum of the products by the sum of the debts, and the quotient will be the average term of credit, estimated from the date selected.
Page 72 - To reduce a mixed number to an improper fraction, Multiply the whole number by the denominator of the fraction, and to the product add the numerator; under this sum write the denominator.
Page 189 - NOTE 3. If in extracting the root of a number there is a remainder, after all the periods have been brought down, periods of ciphers may be annexed by considering them as decimals. EXAMPLES.
Page 70 - An Improper Fraction is one whose numerator is equal to or greater than its denominator ; as, f...
Page 198 - ... in which case ciphers may be annexed, forming new periods, each of which will give one decimal place in the root. 2. What is the square root of 36729 ? 3 67 29(191,64+.
Page 141 - I. To find the interest of any given sum for one year. RULE. Multiply the principal by the rate per eent.
Page 200 - A and B set out to meet each other. A went 3 miles the first day, 5 the second, 7 the third, and so on. B went 4 miles the first day, 6 the second, 8 the third, and so on. In how many days did they meet?
Page 39 - Pendulum vibrating Seconds of Mean Time in the Latitude of London in a Vacuum at the Level of the Sea...