The Complete ArithmeticH.I. Gourley, Agt., 1876 - 452 σελίδες |
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Σελίδα 23
... Amount . 58. Of Addition . 57. SIGNS . 59. Of Equality . 60. Of Dollars . 61. TABLE . 62. Like Numbers . PRINCIPLES . 63. Like Orders . When the sum of the units of each 64. I. CASES . 65. II . order is less than 10 . When the sum of ...
... Amount . 58. Of Addition . 57. SIGNS . 59. Of Equality . 60. Of Dollars . 61. TABLE . 62. Like Numbers . PRINCIPLES . 63. Like Orders . When the sum of the units of each 64. I. CASES . 65. II . order is less than 10 . When the sum of ...
Σελίδα 24
... Amount . 55. The Addends , or Parts , are the numbers to be added . 56. The Sum , or Amount , is the result obtained by Addition . 57. Signs are characters used for abbreviating expres- sions . 58. The Sign of Addition is an erect cross ...
... Amount . 55. The Addends , or Parts , are the numbers to be added . 56. The Sum , or Amount , is the result obtained by Addition . 57. Signs are characters used for abbreviating expres- sions . 58. The Sign of Addition is an erect cross ...
Σελίδα 27
... Amount . 11 = 431 = SOLUTION . 1 ten 1 one 4 hundreds 3 tens 1 one 2245 2 thousands 2 hundreds 4 tens 5 ones 3112 = 3 thousands 1 hundred 1 ten 2 ones 57995 thousands 7 hundreds 9 tens 9 ones EXPLANATION . - Since only like orders can ...
... Amount . 11 = 431 = SOLUTION . 1 ten 1 one 4 hundreds 3 tens 1 one 2245 2 thousands 2 hundreds 4 tens 5 ones 3112 = 3 thousands 1 hundred 1 ten 2 ones 57995 thousands 7 hundreds 9 tens 9 ones EXPLANATION . - Since only like orders can ...
Σελίδα 28
... amount . We then add the thousands , 2 and 3 , and find their sum to be 5 , which we write in the thousands ' order of the amount . The result , 5799 , is the sum required . PROBLEMS . ( 1. ) ( 2. ) ( 3. ) ( 4. ) ( 5. ) ( 6. ) ( 7 ...
... amount . We then add the thousands , 2 and 3 , and find their sum to be 5 , which we write in the thousands ' order of the amount . The result , 5799 , is the sum required . PROBLEMS . ( 1. ) ( 2. ) ( 3. ) ( 4. ) ( 5. ) ( 6. ) ( 7 ...
Σελίδα 33
... amount of taxes ? Ans . $ 1247 . 28. A merchant deposits in bank on Jan. 1 , $ 300 ; Jan. 3 , $ 1716 ; Jan. 4 , $ 5217 ; Jan. 9 , $ 16714 ; Jan. 10 , $ 516 ; and Jan. 11 , $ 7060 . How much in all has he deposited ? Ans . $ 31523 . 29 ...
... amount of taxes ? Ans . $ 1247 . 28. A merchant deposits in bank on Jan. 1 , $ 300 ; Jan. 3 , $ 1716 ; Jan. 4 , $ 5217 ; Jan. 9 , $ 16714 ; Jan. 10 , $ 516 ; and Jan. 11 , $ 7060 . How much in all has he deposited ? Ans . $ 31523 . 29 ...
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1ST SOLUTION 2D SOLUTION acres altitude amount angle bank barrel base bought bricks bushels ciphers common Compound compound interest contained cost cube cube root cubic decimal point denominate number diameter discount Divide dividend divisor dollars equal EXAMPLE.-What EXPLANATION.-Since EXPLANATION.-We face factors feet figure Find the sum frustum gain gallons given greatest common divisor Hence hundred hundredths inches integer least common multiple less measure metres miles mills minuend mixed numbers Multiplicand Multiply obtain paid par value payment Percentage Pittsburgh pounds premium Present Worth principal PROBLEMS purchased quotient ratio Reduce remainder RULE selling sides Simple slant height sold SOLUTION.-Since square root subtract subtrahend surface ten-thousandths tens tenths thick thousand thousandths Troy Weight weight wheat whole number write Written Exercises yards