(SR-52) Binary-to-Decimal conversion
06-18-2022, 05:23 AM
Post: #7
 Thomas Klemm Senior Member Posts: 1,830 Joined: Dec 2013
RE: (SR-52) Binary-to-Decimal conversion
(06-17-2022 10:38 PM)pauln Wrote:  I'm guessing this forum doesn't support Latex-like formatting for math expressions ?

A search in the Test forum with the keyword latex gives currently the following list:
Examples

$$a_0 + a_1 \cdot 10 + \cdots + a_n \cdot 10^n$$

$a_0 + a_1 \cdot 2 + \cdots + a_n \cdot 2^n$

\begin{align} a^k - b^k &= (a - b)\left(a^{k-1} + a^{k-2} \cdot b + \cdots + b^{k-1}\right) \\ \\ 10^k - 2^k &= 8\left(10^{k-1} + 10^{k-2} \cdot 2 + \cdots + 2^{k-1}\right) \\ \end{align}

Hint: You can see the code if you quote a post.
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 Messages In This Thread (SR-52) Binary-to-Decimal conversion - SlideRule - 01-17-2020, 04:49 PM RE: (SR-52) Binary-to-Decimal conversion - Thomas Klemm - 06-16-2022, 06:54 AM RE: (SR-52) Binary-to-Decimal conversion - pauln - 06-17-2022, 12:47 AM RE: (SR-52) Binary-to-Decimal conversion - Thomas Klemm - 06-17-2022, 06:48 AM RE: (SR-52) Binary-to-Decimal conversion - Thomas Klemm - 06-17-2022, 07:37 AM RE: (SR-52) Binary-to-Decimal conversion - pauln - 06-17-2022, 10:38 PM RE: (SR-52) Binary-to-Decimal conversion - Thomas Klemm - 06-18-2022 05:23 AM RE: (SR-52) Binary-to-Decimal conversion - pauln - 06-18-2022, 05:36 AM

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