genus and species
eight eight
(ax + b)^3 = a^3*x^3 + 3*a^2*x^2*b + 3*a*x*b^2 + b^3. Sorry, but it is so clumsy doing this without superscripts!
This is a binomial distribution; number of trials (n) is 6, probability of success (p) is 1/2 or 0.5. With this information you can go to a Binomial Distribution Table and find the solution. Within the section of values for n=6 and p=.5, read from the section the probability of 2 which is 0.2344 (see related link for table).
You use the Binomial distribution formula P(1 head out of 5 tosses) = 5C1 (1/2)^1 (1/2)^4 = 5 / 32
When the event of interest is a cumulative event. For example, to find the probability of getting three Heads in 8 tosses of a fair coin you would use the regular binomial distribution. But to find the probability of up to 3 Heads you would use the cumulative distribution. This is because Prob("up to 3") = Prob(0 or 1 or 2 or 3) = Prob(0) + Prob(1) + Prob(2) + Prob(3) since these are mutually exclusive.
The rules that must be following in binomial nomenclature are: 1.genus comes before the species. 2.genus always capitalized and species are never capitalized. 3.genus and species are both underlined.
The two names given to a species are its genus name and its specific epithet, which together form its scientific name or binomial name.
1-generic name 2-specific name overall called binomial nomenclature
1-generic name 2-specific name overall called binomial nomenclature
This is the Binomial system developed by Carl Linne. Sometimes a third name is necessary, such as for dogs. Canis lupus dingo
Bi-nomial, nomenclature, refers to the Latin, meaning 2 names. It is oft used in biology. For example: felus domesticus. Long live the cat!!!
there is not any bionomial nomenclature of dengue fever. but for dengue virus it is Group: Group IV ((+)ssRNA) Family: Flaviviridae Genus: Flavivirus Species: Dengue virus hoope so you get the mistake you made. Answer 2 dengue fever is a disease and there is no binomial nomenclature for diseases , even there is no such name for viruses e.g. dengue virus .
would you rather call your sunflower a large herbaceous flower which is a head (infloresence) and follows the direction of the sun, color yellow with ray and disk flowers... if there was no binomial nomenclature names of plants would be paragraph long.
I take it you mean the naming system for living things with two Latin words each. The guy who started it was Carl Linnaeus.
When translated the words binomial nomenclature mean "2 names" for the binomial and "system of naming" for the nomenclature.It is used for identifying different species; the first name being more general and the second being very specific, and only including one species. Example: The wolves' binomial nomenclature is "Canis Lupis".Connection: the first name is kind of like our last name or sir name or family name because there are a large group of people with that name, and to make it more specific, there is a second name, which is like our first name, because it identifies us specifically (even though it's possible to find someone else somewhere in the world with the same name as you...but for animals, there is only one species with a certain name, so all species have a different name).
The three rules for binomial nomenclature are: 1) Each organism is given a unique two-part scientific name consisting of a genus name and a species name. 2) The genus name is always capitalized while the species name is written in lowercase. 3) The entire name should be italicized when printed, or underlined if handwritten.
First, the name that you mention can be called, "Binomial (2-name) Nomenclature (name)", Latin name, or scientific name.The first word, always capitalized, is the 'genus' (not genius).The second and third words, never capitalized, is the species and (sometimes) the subspecies. The name is either written in Italics, or underlined. A good example of that is the binomial nomenclature for humans: Homo sapiens sapiens. The subspecies word is often surrounded by parentheses.By the way, "homo" means "man or human" in Latin, and "sapiens" means "wise one or smart one".