The Grammar-school Arithmetic: Being Book Second of the Analysis of Written Arithmetic : Designed for Public and Private Schools : Containing Mental, Slate, and Blackboard Exercises |
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Page vii
... examples may be formed , and , by combination , the ingenious teacher may find pleasant , and the pupil , profitable employment . While undue prominence should not be given to this method , it is im- portant that in the analysis of ...
... examples may be formed , and , by combination , the ingenious teacher may find pleasant , and the pupil , profitable employment . While undue prominence should not be given to this method , it is im- portant that in the analysis of ...
Page 18
... EXAMPLES . 1. From 65 millions , take 650 thousand 980 . 2. From nine hundred thousand , take five hundred and 50.` 3. From 12 millions 12 hundred , take 400 thousand 4 hun- dred . 4. From 280 millions and 11 , take 24 millions 650 ...
... EXAMPLES . 1. From 65 millions , take 650 thousand 980 . 2. From nine hundred thousand , take five hundred and 50.` 3. From 12 millions 12 hundred , take 400 thousand 4 hun- dred . 4. From 280 millions and 11 , take 24 millions 650 ...
Page 28
... example , see above problem . Such problems will not prove exactly unless the remainders are kept and added , as in simple division . TEST PROBLEMS FOR REVIEW . 21. Divide 7 cents by 9 . 22. $ 413 ÷ 41 = what ? 23. $ 37 ÷ 413 = what ...
... example , see above problem . Such problems will not prove exactly unless the remainders are kept and added , as in simple division . TEST PROBLEMS FOR REVIEW . 21. Divide 7 cents by 9 . 22. $ 413 ÷ 41 = what ? 23. $ 37 ÷ 413 = what ...
Page 69
... examples on the black - board . 5. Of what does arithmetic treat ? 6. What is notation ? Illustrate the meaning of notation . Give an example of each way . Which is the most convenient ? Why ? Which is chiefly used in arith- ' metic ...
... examples on the black - board . 5. Of what does arithmetic treat ? 6. What is notation ? Illustrate the meaning of notation . Give an example of each way . Which is the most convenient ? Why ? Which is chiefly used in arith- ' metic ...
Page 70
... example . Give an arithmetical formula . How many formulas are there in addition ? How many are there in subtraction ? Repeat the formula for addition . The formula for subtraction . 28. What is an analytical step ? How many steps can ...
... example . Give an arithmetical formula . How many formulas are there in addition ? How many are there in subtraction ? Repeat the formula for addition . The formula for subtraction . 28. What is an analytical step ? How many steps can ...
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Common terms and phrases
acres amount Anal barrels bill blackboard bought bushels called centimetres Change ciphers common divisor common fraction compound interest compound numbers contained cord cost cube cubic feet cubic foot cubic inches decimal denomination diameter difference discount divided dividend division dollars dry measure equal farthings foot FORM.-Since formula furlongs gain gallon given gold greatest common divisor hogsheads hundred hundred-thousandths hundredths Illustrate improper fraction interest least common multiple length LESSON miles millions mills minuend mixed number MODEL OPERATION months multiplicand Multiply ounces pecks pence pound premium prime number Prob problem quarts quotient ratio Recite the rule Recite the table Reduce reduction ascending remainder REVIEW.-What rods Rule.-I Rule.-Multiply sell shillings sold specific gravity subtraction subtrahend sugar ten-thousandths tenths term thousand thousandths troy weight units weight wide worth Write
Popular passages
Page 49 - April ; 5, May ; 6, June ; 7, July ; 8, August ; 9, September ; 10, October ; 11, November ; 12, December.
Page 88 - Mnltiple of two or more numbers is the least number that can be divided by each of them without a remainder ; thus 30 is the least common multiple of 10 and 15.
Page 46 - TABLE. 4 Gills (gi.) make 1 Pint, marked pt. 2 Pints " 1 Quart, " qt. 4 Quarts " 1 Gallon,
Page 22 - DIVISION is the process of finding how many times one number is contained in another.
Page 231 - Compute the interest on the principal to the time of the first payment, and if the payment exceed this interest, add the interest to the principal and from the sum subtract the payment: the remainder forms a new principal. II.
Page 90 - The Denominator of a fraction shows the number of "equal parts into which the unit is divided, and gives the name to the fraction.
Page 93 - It will be seen by the above section that if both the numerator and denominator be multiplied by the same number, the value of the fraction will not be altered...
Page 31 - Britain. 4 farthings (qr, or far.) make 1 penny, marked d. 12 pence " 1 shilling, " s. 20 shillings " 1 pound, or sovereign, £. 21 shillings " 1 guinea. OBS. 1. It is customary, at the present day, to express farthings in fractions of a penny. Thus, 1 qr. is written ;<!;•_
Page 36 - Weight is used by apothecaries and physicians in compounding dry medicines. TABLE. 20 Grains (gr.} = 1 Scruple, . . sc., or 3. 3 Scruples = 1 Dram, . . dr., or 3 . 8 Drams = 1 Ounce, . . oz., or § . 12 Ounces = 1 Pound, . . Ib., or ft,.
Page 28 - TABLE. 10 Mills (m.) = 1 Cent . . ct. 10 Cents = 1 Dime . . d. 10 Dimes = 1 Dollar . $. 10 Dollars = 1 Eagle . E.