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What else can I help you with?
What is the difference between joining a workgroub and joining a domain?
joining a workgroub is an application in which more than one people done application according to their respective jioning requirement of application while joining a domain is an application in which one people filling the requirement according to the needs of the application.
Is it possible to buy two domain names?
Yes a person can buy as many domain names as he or she wants. The only requirement is that the names that the person wants to buy need to be availiable.
How do you make a new website on webs.com?
Once you have created the account select a domain name then add pages according to your requirement add content to pages, title, descriptions etc. This way add pages as per your requirement.
What is adoch testing?
Where the testing is done by the domain expert without the knowledge OS current System Requirement Specifications is know as adoch testing
What domain does the daffodil belongs to?
Daffodils belong to the domain of Eukaryota or the "true cells". The requirement is that the cells contain a nucleus and other organelles within a membrane. Furthermore, the nucleus has to be contained within its own membrane and the genes arranged on multiple chromosomes. The domain without the nuclear membrane and with one, circular chromosome is call Prokaryota.
How do you know mapping is function or not?
A mapping is a rule that defines an association between two sets: a domain and a codomain (which need not be different from the domain).For a mapping to be a function, each element in the domain must have a unique image in the codomain.Sometimes, it is necessary to define the domain so that this requirement is satisfied. For example, square root is not a function from the set of Reals (R) to the Reals (R)because there is no image for a negative number. Also, any positive element of R can be mapped to the principal square root or its negative value. You can get around this by defining the domain as the non-negative real numbers, R0+, and the codomain as either the same or the non-positive real numbers.A mapping is a rule that defines an association between two sets: a domain and a codomain (which need not be different from the domain).For a mapping to be a function, each element in the domain must have a unique image in the codomain.Sometimes, it is necessary to define the domain so that this requirement is satisfied. For example, square root is not a function from the set of Reals (R) to the Reals (R)because there is no image for a negative number. Also, any positive element of R can be mapped to the principal square root or its negative value. You can get around this by defining the domain as the non-negative real numbers, R0+, and the codomain as either the same or the non-positive real numbers.A mapping is a rule that defines an association between two sets: a domain and a codomain (which need not be different from the domain).For a mapping to be a function, each element in the domain must have a unique image in the codomain.Sometimes, it is necessary to define the domain so that this requirement is satisfied. For example, square root is not a function from the set of Reals (R) to the Reals (R)because there is no image for a negative number. Also, any positive element of R can be mapped to the principal square root or its negative value. You can get around this by defining the domain as the non-negative real numbers, R0+, and the codomain as either the same or the non-positive real numbers.A mapping is a rule that defines an association between two sets: a domain and a codomain (which need not be different from the domain).For a mapping to be a function, each element in the domain must have a unique image in the codomain.Sometimes, it is necessary to define the domain so that this requirement is satisfied. For example, square root is not a function from the set of Reals (R) to the Reals (R)because there is no image for a negative number. Also, any positive element of R can be mapped to the principal square root or its negative value. You can get around this by defining the domain as the non-negative real numbers, R0+, and the codomain as either the same or the non-positive real numbers.
Does Facebook require a registered domain for all users?
The only requirement for a Facebook account is a valid email address. Users may have multiple accounts and choose to limit or share personal information.
Is a daffodil an eukaryote?
Daffodils belong to the domain of Eukaryota or the "true cells". The requirement is that the cells contain a nucleus and other organelles within a membrane. Furthermore, the nucleus has to be contained within its own membrane and the genes arranged on multiple chromosomes. The domain without the nuclear membrane and with one, circular chromosome is call Prokaryota.
What is a domain extension?
A domain extension is the end of a domain. For example, in the domain [ example.com ], "com" is the extension.
Who is the registrant of a domain name and Who is the registrar of a domain name?
A domain registrant is the person who owns the domain name or requires a domain name for his/her business. A domain registrar is the organization that helps you find the appropriate domain name for your business.Example:DomainIndia (www.register-domainname.in) is the domain registrar that organization provides domain names registration and web hosting in India. Adolfina is the domain registrant who requires a domain name.
WHAT IS A SR?
Suriname Domain Name Registration, .SR Domain Registration, Suriname .SR Domain, Domain Name .SR, Register Surinamese Domain, Surinamese Domain Names
What are the six kingdoms which domain so they belong?
The six kingdoms are Animalia (Domain Eukarya), Plantae (Domain Eukarya), Fungi (Domain Eukarya), Protista (Domain Eukarya), Archaea (Domain Archaea), and Bacteria (Domain Bacteria).
