Are more than one and many a plus nouns singular or plural

Are more than one and many a plus nouns singular or plural

More than one student likes music.
Many a student likes music.
It's all singular
More than one student likes music. Many students like music. strange
A large quantity of, large quantities of followed by N?
It's OK to connect [C] or [u], or both
The former can add plural or uncountable nouns, while the latter can only add plural nouns
What's the difference between a large quantity of and a large quantities of?
A: the main knowledge points involved in this question are: the collocation of quantity with the singular and plural of the predicate verb (that is, the subject and predicate are consistent). However, there are two different opinions about the collocation of quantity with the singular and plural of the predicate verb
What are the differences between singular nouns and uncountable nouns, plural nouns and countable nouns, plural countable nouns and singular countable nouns?
Some nouns are countable, some are uncountable, some are both countable and uncountable. This is a special part of English. It is mainly based on the habits of the British people
English dictionaries indicate that [u] is an uncountable noun and [C] is a countable noun
Example: the size of a car
It is suggested that you buy an English Dictionary marked with uncountable nouns and countable nouns
What is a non odd non even function multiplied by a non odd non even function
F (x) = A / X-1, G (x) = X-1 / X (a is not equal to 0), f (x) = f (x) * g (x),
If you think about it, it's all possible (you can directly consider its domain of definition, or you can solve this problem)
F (x) = f (x) * g (x) is neither odd nor even
English nouns are countable, uncountable, singular and plural. Are they different?
Countable nouns can be preceded by a / an or plural. Uncountable nouns cannot be used with a / an or plural
Sometimes a noun is used as an uncountable noun when it is regarded as a whole substance or concept, but it can be used as a countable noun in the following situations [example sentence]:
I prefer tea to coffee & Three teas please..
Sometimes nouns used as countable or uncountable have different meanings
Borivia is one of the largest world's producers of tin&
The cupboard was full of tins
Some usually uncountable nouns can sometimes be used as countable nouns, but only in singular form [for example]:
education importance knowledge
If the quantity is 1, it is singular. If the quantity exceeds 1, it is plural. For example, one book is singular and two books are plural. Uncountable nouns should be followed by singular numbers. There is a book on the desk. 2, there are two books on the desk. 3, there is a little water in the bottle
The plural of countable nouns is the plural form of countable nouns. There are two kinds of nouns. One is called countable noun. For example, books can be counted one by one.) One is called uncountable noun. (you can't count things like hair and sand - it's like you can't count them.) In English, food, drink, stationery (ink), sand and so on are all uncountable nouns. Two or more countable nouns are plural (for example: one student - a student, two students, a city - a CIT...)
The plural of countable nouns is the plural form of countable nouns. There are two kinds of nouns. One is called countable noun. For example, books can be counted one by one.) One is called uncountable noun. (you can't count things like hair and sand - it's like you can't count them.) In English, food, drink, stationery (ink), sand and so on are all uncountable nouns. Two or more countable nouns are plural (for example, one student - a student, two students, one city - a city, nine cities, etc.), while uncountable nouns are not plural. That is: the singular of countable nouns does not need to add "s", while uncountable nouns cannot add "s". Put it away
Countable is countable. For example, banana is countable noun in plural form. Adding s directly after it is impossible to count. For example, water is generally uncountable, and uncountable noun has no plural form. In English, it is said that one is singular and more than one is plural When some nouns become plural, they need to add es or change y to I
Countable is countable. For example, banana is countable noun in plural form. Adding s directly after it is impossible to count. For example, water is generally uncountable, and uncountable noun has no plural form. In English, it is said that one is singular and more than one is plural When some nouns become plural, they need to add es or change y to I, and put them away
What is the relationship between odd function, even function and odd even number?
The relationship is as follows:
Y = x ^ m (M is an integer greater than 0). When m is odd, it is an odd function. When m is even, it is an even function
What is the formula of irregular plural noun?
]After reading [iz] pithy formula: qingqingzhuo yuanzhuo cups, cats, cakes, roofs, flags, keys, faces end with s, x, CH, SH, add - es, after [S] [Z] [?] [t?], read [iz] classes, boxes, watches, brushes, end with consonant + y, change y to I, add es read [Z] cities, count
The product of an odd function and an even function is an odd function, right
f(x)=f(-x) ,g(-x)=-g(x)
φ(-x)=f(x) * -g(x)
-φ(x)= -f(x) * g(-x)
φ(-x)≠-φ(x)
Let f (x) be an odd function and G (x) be an even function
Then f (- x) = - f (x), G (- x) = g (x)
Let f (x) = f (x) g (x)
F(-x)=f(-x)g(-x)=-f(x)g(x)=-F(x)
That is, f (x) is an odd function
So the product of an odd function and an even function is an odd function
Yes, odd × even is odd, odd ／ even is odd, odd + odd is odd, even + even is even, all of these need to be recorded, to achieve the goal of saying the last sentence and knowing the next sentence, so as to improve the speed of doing questions!
Yes, f (x) = f (- x), G (- x) = - G (x), φ (x) = f (x) * g (x)
φ(-x)=f(-x)*g(-x)=f(x)*-g(x)=-φ(x)
Immediate evidence
That's right
G(x)=f(x)*g(x)
G(-x)=f(-x)*g(-x)
=f(x)*-g(x)=-f(x)*g(x)=-G(x)
So g (x) is an odd function
The proposition that the product of an odd function and an even function is an odd function is correct (the premise is that the domain of definition of two multiplied functions is the same).
As for the following reasoning, define φ (x) = f (x) * g (x),
Then φ (- x) = f (- x) * g (- x) = f (x) * - G (x)
-φ (x) = - f (x) * g (x) -- (the reasoning problem in the question is in this step)
So φ (- x) = - φ (x)
... unfold
The proposition that the product of an odd function and an even function is an odd function is correct (the premise is that the domain of definition of two multiplied functions is the same).
As for the following reasoning, define φ (x) = f (x) * g (x),
Then φ (- x) = f (- x) * g (- x) = f (x) * - G (x)
-φ (x) = - f (x) * g (x) -- (the reasoning problem in the question is in this step)
So φ (- x) = - φ (x)
So φ (x) is an odd function.
In addition, even functions are obtained by multiplying (or dividing) odd functions by odd functions
The odd function is multiplied by (or divided by) the even function
Even functions are multiplied by (or divided by) even functions
I hope my answer will help you. Put it away
What's the plural of life
lives
Live, change Fe to ve plus s
lives