Take out attribute in binary

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Aug 6th, 2022
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How to take out attribute in binary

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in this video iamp;#39;m going to take a look at binary addition that results in carries in the last video we considered the following zero plus zero we know is equal to zero a zero plus a one is equal to one a one plus a zero is also equal to a one a one plus a one is two and we need to memorize the fact that two in boundary looks like this and when we added up three ones we know that we ended up with three which looks like this in boundary one one letamp;#39;s consider the addition of these nibbles and you can see the nibbles take up in both cases four flip flops and we can regard this grouping of flip flop as two four bit registers and what we need to do is to perform the addition which would take place in the arithmetic and logic units of a central processing unit and we would have to have somewhere to store the results so we store the result in another grouping of flip-flops which iamp;#39;m going to say is a 4-bit register we now perform the addition one column at a time so we

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Nominal Attributes : Nominal attributes, as related to names, refer to categorical data where the values represent different categories or labels without any inherent order or ranking. These attributes are often used to represent names or labels associated with objects, entities, or concepts.
A binary attribute is a categorical attribute that can have one of two possible values ​​(yes or no), (true or false), and (0 or 1). The asymmetric binary attribute is an attribute in which all its values are equally valuable.
Attributes refer to the characteristics of the item under study, like the habit of smoking, or drinking. So smoking and drinking both refer to the example of an attribute. The researcher should note that the techniques involve statistical knowledge and are used at a wider extent in the theory of attributes.
A binary variable is a variable that has two possible outcomes. For example, sex (male/female) or having a tattoo (yes/no) are both examples of a binary categorical variable.
A binary attribute is symmetric if both of its states are equally valuable and carry the same weight; that is, there is no preference on which outcome should be coded as 0 or 1. One such example could be the attribute gender having the states male and female.
The [2:] slice notation is used to remove the leading 0b . The zfill(8) method adds leading zeros to pad the string to a length of 8 characters.
A binary attribute is a nominal attribute with only two categories or states: 0 or 1, where 0 typically means that the attribute is absent, and 1 means that it is present. Binary attributes are referred to as Boolean if the two states correspond to true and false.
Examples of data attributes include numerical values (e.g., age, height), categorical labels (e.g., color, type), textual descriptions (e.g., name, description), or any other measurable or qualitative aspect of the data objects.

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