Elements of Plane And Spherical Trigonometry With Logarithmic And Other ...
Elements of Plane And Spherical Trigonometry With Logarithmic And Other ...
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In our eReader you can find the full English version of the book. Read Elements of Plane And Spherical Trigonometry With Logarithmic And Other ... Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Elements of Plane And Spherical Trigonometry With Logarithmic And Other ...
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To quickly assess the difficulty of the text, read a short excerpt:
Entering column B with the same difference, we find B -- A =: .00395; whence log (a - S) = 1.265 32 - .003 95 = 1.261 37.
Exercises.
Find log {a + b) and log {a — b) from: 1. log a = 4.069 05; log b = 2.001 32.
2. log a = 3.926 93; log b = 1.201 59.
3. log a = 3.061 64; log b = 0.126 15.
4. log a = 1,22C 68; log b = 7.321 56.
5. log a = 0.693 17; log b = 6.010 23.
6. log a = 2.306 20; log b = 7.023 01.
Digitized by VjOOQ IC 48 LOGABITHMIO TABLES.
Case of nearly equal numbers. Near the beginning... of the table the reverse is true: it is not possible to find A with accuracy to five places of decimals. But here the value of A taken from the tables^ though it be found to only two, three, or four places of decimals, will give as accurate a result as the computation of a and b to five places will admit of. Let us suppose, for example, that we have to find log (a — J) from log a = 9.883 15 log b = 9.882 96 JS=: 0.00019 We find A = 6.64-10; whence log (a — S) = 6.52 — 10.
We note that the value of A may be 6.63 or 6.65 as well as 6.64, $0 that the result cannot be carried beyond two decimals To show that these two are as accurate as the work admits of, we find the natural numbers a and b from Table I.
What to read after Elements of Plane And Spherical Trigonometry With Logarithmic And Other ...?
You can find similar books in the "Read Also" column, or choose other free books by Newcomb Simon to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Entering column B with the same difference, we find B -- A =: .00395; whence log (a - S) = 1.265 32 - .003 95 = 1.261 37.
Exercises.
Find log {a + b) and log {a — b) from: 1. log a = 4.069 05; log b = 2.001 32.
2. log a = 3.926 93; log b = 1.201 59.
3. log a = 3.061 64; log b = 0.126 15.
4. log a = 1,22C 68; log b = 7.321 56.
5. log a = 0.693 17; log b = 6.010 23.
6. log a = 2.306 20; log b = 7.023 01.
Digitized by VjOOQ IC 48 LOGABITHMIO TABLES.
Case of nearly equal numbers. Near the beginning... of the table the reverse is true: it is not possible to find A with accuracy to five places of decimals. But here the value of A taken from the tables^ though it be found to only two, three, or four places of decimals, will give as accurate a result as the computation of a and b to five places will admit of. Let us suppose, for example, that we have to find log (a — J) from log a = 9.883 15 log b = 9.882 96 JS=: 0.00019 We find A = 6.64-10; whence log (a — S) = 6.52 — 10.
We note that the value of A may be 6.63 or 6.65 as well as 6.64, $0 that the result cannot be carried beyond two decimals To show that these two are as accurate as the work admits of, we find the natural numbers a and b from Table I.
What to read after Elements of Plane And Spherical Trigonometry With Logarithmic And Other ...?
You can find similar books in the "Read Also" column, or choose other free books by Newcomb Simon to read onlineMoreLess
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