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बाइनरी डिजिट Meaning in English



बाइनरी डिजिट शब्द का अंग्रेजी अर्थ : binary digit


बाइनरी-डिजिट हिंदी उपयोग और उदाहरण

अंकीय संकेत बहुत तरह के हो सकते हैं किन्तु बाइनरी डिजिटल संकेत सबसे अधिक उपयोग में आते हैं।


गणित की ये तकनीक बूल ने इजाद की दृ जिससे बाइनरी डिजिट का हमारी भाषा से सीधा संबंध स्थापित हो गया।


"" अंकीय संकेत बहुत तरह के हो सकते हैं किन्तु बाइनरी डिजिटल संकेत सबसे अधिक उपयोग में आते हैं।


सीडी में एक घंटे के संगीत को करीब ६० लाख द्विआधारी अंकों (बाइनरी डिजिट्स) के रूप में संग्रहीत किया जा सकता है।





बाइनरी-डिजिट इसके अंग्रेजी अर्थ का उदाहरण

The difficult philosophical question is this: can a computer program, running on a digital machine that shuffles the binary digits of zero and one, duplicate the ability of the neurons to create minds, with mental states (like understanding or perceiving), and ultimately, the experience of consciousness?.


* bit (symbol 'b'), a binary digit;.


Bailey–Borwein–Plouffe formula, a formula for computing the nth binary digit of pi.


An infinite sequence \omega of binary digits is computable in the limit if and only if there is a total computable function \phi(t,i) taking values in the set \{0,1\} such that for each i the limit \lim_{t \rightarrow \infty} \phi(t,i) exists and equals \omega(i).


Bit manipulation, algorithmic manipulation of binary digits (bits).


Each log base corresponds to a different measurement unit, which have been called binary digits (bits), decimal digits (decits) and natural digits (nats) for the bases 2, 10 and , respectively.


The analysis for isolines over triangles is especially simple: there are 3 binary digits, so 8 possibilities:.


Eventually, by discovering binary digits again from Chinese works, which was now from the I Ching, Leibniz arrived at what he felt was a discovery of a link that would thereby create his characteristica universalis.


which is maximum at 2^{-2^n} when x {1 \over 2}, thus providing a minimum precision of 2^n binary digits.


Shannon applied mathematical theory to information and demonstrated that communication could be reduced to binary digits (bits) of positive and negative circuits.


Computers are able to function without the "binary digits", yet they are useless without the electricity, or electron.


With a three binary digit (3-bit) readout of the state of the flip-flops, it could be programmed to demonstrate binary logic, to perform various operations such as addition and subtraction, and to play some simple logic games such as Nim.





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