Machine-shop Arithmetic: Shows how All Shop Problems are Worked Out and "why"N.W. Henley Publishing Company, 1907 |
З цієї книги
Результати 1-5 із 14
Сторінка 6
... simply changing the position of the point . If we have common fractions it is very easy to change them to decimals by divid- ing the numerator by the denominator , as in the case of 1⁄2 we have 2 ) 1.000 = .500 or 10 . Take the ...
... simply changing the position of the point . If we have common fractions it is very easy to change them to decimals by divid- ing the numerator by the denominator , as in the case of 1⁄2 we have 2 ) 1.000 = .500 or 10 . Take the ...
Сторінка 7
... simply an example in long divi- sion , the placing of the point being the main thing , and we simply divide 1.0000 by 64 which equals .0156 or 156 ten thou- sandths . It should be thorougly understood that there is no principle involved ...
... simply an example in long divi- sion , the placing of the point being the main thing , and we simply divide 1.0000 by 64 which equals .0156 or 156 ten thou- sandths . It should be thorougly understood that there is no principle involved ...
Сторінка 12
... simply carry the answer to more decimal places . Not wishing to carry the division to more decimal places and as it does not come out even we put a plus sign ( + ) after the quotient , showing that it is in- complete . It does not ...
... simply carry the answer to more decimal places . Not wishing to carry the division to more decimal places and as it does not come out even we put a plus sign ( + ) after the quotient , showing that it is in- complete . It does not ...
Сторінка 22
... simply an arithmetical rule in which all words are omitted , all the quantities represented by letters and figures , and all the operations are indicated by signs and by the position of the different characters . We learn from our ...
... simply an arithmetical rule in which all words are omitted , all the quantities represented by letters and figures , and all the operations are indicated by signs and by the position of the different characters . We learn from our ...
Сторінка 27
... simply that areas of similar figures vary as the squares of simi- lar dimensions , diameter in this case , the other cases will come later . This shows that in any cylinder , tube or shaft , the areas vary as the square of the diameters ...
... simply that areas of similar figures vary as the squares of simi- lar dimensions , diameter in this case , the other cases will come later . This shows that in any cylinder , tube or shaft , the areas vary as the square of the diameters ...
Загальні терміни та фрази
50 cents answer arithmetic assumed number bolt calculation Centimeters Chapter ciphers circumference COLVIN cube root cubic inches cutter decimal places decimal point Diam dividend dividing divisor drill driving electrical equal EQUIVALENTS evidently feet per minute figure formula four threads fractions fully illustrated Gallons gas engines gives handy hole Huron stone hypothenuse inches in diameter Kilograms last change gear lathe lathe center leading screw Liquefaction of Gases Liters locomotive machine mechanic metal Meters metric system Millimeters milling cutter Milling Machine Modern multi number of teeth number of threads pebbles pipe pounds practical treatise principle pulley quantity ratio result revolutions per minute rule screw cutting shaft shows side speed spindle square inches square root steam steel stud that takes subtract taps tens number threads desired threads in leading threads per inch tion triangle twice units weight wheel whole numbers
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Сторінка 113 - The metre, which is assumed to be one ten-millionth part of the distance from the equator to the pole, is, in fact, 39J inches, or 39.37 inches, in length.