NUMERATION AND NOTATION. By the Arabic method a number is written or read with direct reference to its Express, by means of figures, the following numbers: 69. Three hundred and eighteen dollars, fifty cents. 71. Twelve hundred and six dollars, four cents. 72. Eighty thousand nine hundred and fifty dollars, ninety-five cents. 73. Thirty-five thousand five hundred and sixty dollars, five cents. 74. Five million, fifty-nine thousand, eight hundred and sixty-two dollars, seventy cents. 75. Nine million, three thousand, and ninety-one dollars, thirty-eight cents. 76. Twenty-nine million, three hundred and eight thousand, and nine dollars, forty-five cents. 77. Six hundred and thirty-three million, nineteen thousand and twenty-four dollars, seventy cents. 78. Four billion, one hundred and thirteen million, eighteen thousand, two hundred and six dollars. 79. Sixty billion, one hundred and eight thousand, nine hundred and thirty-four dollars. 80. One hundred and twenty billion, fifty million, four hundred and fifty-two dollars. 81. Two trillion, sixty-seven billion, one hundred and fifty-eight million, ninety thousand, and four dollars. 82. Thirteen trillion, two hundred and eight billion, ninety-one million, and eighty-five dollars. 83. Seven quadrillion, eight hundred and twenty-six million, nine thousand two hundred and five dollars. 84. Two hundred and eighteen quadrillion, five hundred and seven trillion, sixty-two billion, eight hundred and forty-one million, nine thousand, six hundred and twenty dollars. 85. Four hundred quadrillion, six hundred and eight million, thirtyfive thousand, and eighty-three dollars. 86. Eight quadrillion, two billion, sixteen million, nine hundred and twenty-three dollars. Express the following numbers by Roman notation: ADDITION. [a.] Only like numbers and like orders can be added. [b.] The sum expresses units of the same name as the numbers added. [c.] The sum of two or more numbers equals the sum of their respective similar orders, added separately. | [11.] [9.] [10.] $3 [2.] [3.] [4.] [5.] $3 $2 $72 $84 86 83 9 ཱ| འ [13.] Find the sum of 28. $75, $1528, $9, $38270, $7500, $468, $982504. 29. 349 feet, 18327 feet, 40 feet, 7183 feet, 304 feet. 30. 13 pints, 48414 pints, 363 pints, 1 pint, 3286 pints. 31. 37481 pounds, 758 pounds, 3827 pounds, 182734 pounds. 32. 375 bushels, 9187 bushels, 50 bushels, 405 bushels, 31278 bushels. 33. 15 barrels, 1869 barrels, 350 barrels, 15217 barrels, 312 barrels, 9 barrels, 25318 barrels, 7500 barrels, 534 barrels, 21567 barrels. 34. 5125 men, 28173 men, 519783 men, 4756 men, 128 men, 75 men, 2150 men, 3850 men, 31783 men, 3915 men. 35. $958372, $21675, $5183, $43872, $28165, $2570, $3782, $450, $8575, $230, $89351, $27375, $1825, $13518. 36. A gentleman bought five houses. For the first he paid $1835; for the second, $2738; for the third, as much as he paid for the first and second together; for the fourth, $7895; and for the fifth, $3748. How much did he pay for the five houses? 37. At a certain saw-mill, 14134 feet of lumber were sawed in January; 18275 feet in February; 19213 feet in March; 18372 feet in April; 15204 feet in May; and 19213 feet in June. How many feet were sawed during the six months? 38. A brigade consisted of 5 regiments. In the first were 1340 men; in the second, 75 men more than in the first; in the third, 125 men more than in the second; in the fourth, 897 men; and in the fifth, 275 men more than in the fourth. How many men composed the brigade? 39. The arrivals of fruit at a certain port were as follows: On Monday, 1731 boxes of peaches, 750 boxes of apples, 1230 boxes of pears, and 5600 watermelons; on Tuesday, 375 boxes of apples, 748 boxes of pears, 1245 boxes of peaches, and 3500 watermelons; on Wednesday, 2400 boxes of peaches, 960 boxes of pears, 530 boxes of apples, and 1830 watermelons; on Thursday, 850 boxes of apples, 1890 boxes of peaches, 875 boxes of pears, and 3208 watermelons; on Friday, 735 boxes of apples, 1050 boxes of pears, 2350 boxes of peaches, and 2500 watermelons; and on Saturday, 2125 boxes of peaches, 1340 boxes of pears, 1220 boxes of apples, and 8200 watermelons. What was the total arrival of each during the week? 40. A has $3750, B $2500 more than A, and C $350 more than A and B together. What is the total sum possessed by all? |