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" To find the time in which any sum will double itself, at any rate per cent., divide 100 by the rate, and the quotient will be the time in years. 8. In how many years will $50 amount to $100, it being on interest at 8 per cent. ? Ans. 12yr. 6m. 9. How... "
A Key of Solutions to Examples in Eaton's High School Arithmetic - Page 41
by James Stewart Eaton - 1873 - 153 pages
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Ray's Algebra Part Second: An Analytical Treatise, Designed for High Schools ...

Joseph Ray - Algebra - 1852 - 408 pages
...=3, and t= log. 3 -z- log. R ; if A=mP ; then R' =m, and 1= log. m-=- log. R. Ex. Let it be required to find the time in which any sum will double itself at 10 per cent, compound interest. Here r=.10, R=l+r=l+. 10=1.10; hence, t= **_=*0™aO=f,.yi2jn. *»....
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The Common School Arithmetic: Combining Analysis and Synthesis; Adapted to ...

James Stewart Eaton - 1862 - 320 pages
...will gain $5; .-., to gain $100, t]jj time in years must be the quotient of $100 -f- $5 = 20 ; ie, To find the time in which any sum will double itself, at any rate per cent., divide 100 by the rate, and the quotient will be the time in years. 8. In how many years will $50 amount to $100, it...
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The Common School Arithmetic: Combining Analysis and Synthesis ; Adapted to ...

James Stewart Eaton - Arithmetic - 1864 - 322 pages
...$5 ; .-., to gain $100, the time in years must be the quotient of SI 00 -~- $5 = 20 ; ie, To jftnd the time in which any sum will double itself, at any rate per cent., divide 100 by the rate, and the quotient will be the ' time in years. 8. In how many years will $50 amount to $100, it...
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The Common School Arithmetic: Combining Analysis and Synthesis, Adapted to ...

James Stewart Eaton - Arithmetic - 1866 - 328 pages
...will gain S5 ; .•., to gain $100, the time in years must be the quotient of $100 -I- $5 = 20 ; ie, To find the time in which any sum will double itself, at any rate per cent., divide 100 by the rate, and the quotient will be the time in years. 8. In how many years will $50 amount to $100, it...
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Ray's Algebra, Part Second: An Analytical Treatise, Designed for ..., Part 2

Joseph Ray - Algebra - 1852 - 422 pages
...and t= log. 3 -i- teg. R ; if A=mP ; then R' =m, and t= log. TTI-J- log. R. Ex. Let it be required to find the time in which any sum will double itself at 10 per cent, compound interest. • Here r=.10, R=l+r=l+. 10=1.10; , . log. 2 .301030 .- ,„„ ,...
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A Key of Solutions to Examples in Eaton's High School Arithmetic

James Stewart Eaton - 1870 - 176 pages
...then the question is, in what time will $100 gain $100 ? Hence, $100 X .06 = $6 ; $100 ~ $6 = 16f, ie 16yr. 8m., Ans. Hence, To find the time in which...double itself, at any rate per cent, divide 100 by the rate, and the quotient will be the time in years. • 13. Assume $100 ; in what time will $100 gain...
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Elements of Algebra: For Colleges, Schools and Private Students

Joseph Ray - Algebra - 1866 - 420 pages
...=3, and t= log. 3 -H log. R; " if A=«lP ; then, ~Bf =m, and t= log. mH log. R. 1. Let it be required to find the time in which any sum will double itself at 10 per cent, compound interest Here, r=.10, R=l+r=l+.10=1.10; hence, . log. 2 .301030 2. What is the...
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Howard's California Calculator ...

C. Frusher Howard - California - 1877 - 104 pages
...3.158815 18 2.406619 2.854339 3.379932 19 2.526950 3.025600 3.616526 20 2.653298 3.207135 3.869684 To find the time in which any sum will double itself at compound interest, at any rate not exceeding 10^ per annum. RULE. — Divide 70 by .the rate of interest,...
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Howard's California Calculator and Golden Rule for Equation of Payments: The ...

C. Frusher Howard - Business mathematics - 1878 - 104 pages
...3.158815 18 2.406619 2.854339 3.379932 19 2.526950 3.025600 3.616526 20 2.653298 3.207135 3.869684 To find the time in which any sum will double itself at compound interest, at any rate not exceeding 10% per annum. RULE. — Divide 70 by the rate of interest,...
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Bradbury's Eaton's Practical Arithmetic ...

William Frothingham Bradbury - 1882 - 416 pages
...; hence, to gain $ 100, the time in years must be the quotient of $ 100 —• $ 5 = 20 ; that is, To find the time in which any sum will double itself, at any rate per cent, divide 100 by the rate, and the quotient will be the number of years. 104. In how many years will $ 50 amount to $ 100...
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