Arithmetic for the Practical ManD. Van Nostrand, 1931 - 269 σελίδες |
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Σελίδα 24
... calculation , are necessarily inexact and in some cases cannot be carried beyond a certain degree of exactness . It is , therefore often unnecessary , in fact undesirable , to carry calculations beyond a certain point . In particular ...
... calculation , are necessarily inexact and in some cases cannot be carried beyond a certain degree of exactness . It is , therefore often unnecessary , in fact undesirable , to carry calculations beyond a certain point . In particular ...
Σελίδα 238
... Calculation of Compound Interest by Logarithms . — The compound interest rules developed in article 136 really amount to the rule for calculating the last term in a geometrical progression , and as seen in article 70 , this calculation ...
... Calculation of Compound Interest by Logarithms . — The compound interest rules developed in article 136 really amount to the rule for calculating the last term in a geometrical progression , and as seen in article 70 , this calculation ...
Σελίδα
... calculation of , by logarithms . 238 calculation of , by simple percentage ...... 235 Decimals .. addition and subtraction of . 18 19 division of .... last figure of .. 21 26 multiplication of . 20 Denominate numbers : addition of ...
... calculation of , by logarithms . 238 calculation of , by simple percentage ...... 235 Decimals .. addition and subtraction of . 18 19 division of .... last figure of .. 21 26 multiplication of . 20 Denominate numbers : addition of ...
Περιεχόμενα
CHAPTER I | 3 |
SUBTRACTION | 10 |
CHAPTER III | 18 |
Πνευματικά δικαιώματα | |
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added amount angle anti-log arithmetical progression bushels calculation called chapter ciphers circle circumference column common difference common fraction common logarithms complete quotient compound number cone cube root cubic curve cylinder decimal fraction decimal number decimal places decimal point degrees denominate number diameter distance divided dollars equal equator equivalent example exponent expressed factors geometrical progression given number graph hypotenuse illustrated inches indicated last figure last term lateral surface latitude length logarithms longitude mantissa means measure method metric system miles minuend multiply number of terms partial dividend periodic rate plane figures poles prime meridian proportion pyramid quotient radius ratio rectangle rectangular solid remainder represent result right triangle side Similarly simple slant height sphere square and cube square root subtracted subtrahend surface area symbols temperature tion unit volume weight whole number write written