The difference in usage between a great deal and a great deal of When it comes to modifying nouns, for example, whether they are countable or uncountable

The difference in usage between a great deal and a great deal of When it comes to modifying nouns, for example, whether they are countable or uncountable

a great deal
N.
of large number
a great deal of
A lot of
A number of, a great number, a great many, a great deal of and a plenty of all mean "many"
What's the difference?
A number of, a great number of, and a great many are followed by countable nouns,
A great deal of is followed by an uncountable noun
A plenty of countable or uncountable
Countable and uncountable. To be specific, a large number of means many, which can only modify countable nouns; a lot of is equal to lots of, which can modify both countable and uncountable nouns; plenty of is also used to modify countable or uncountable nouns, which is synonymous with a lot of, but not as common as it is; a great many can only modify countable nouns, which is equal to a good many. Remember that these will not be confused in use. A large number of high
Countable and uncountable
The meaning and difference of English a great / good many / good deal of
A good deal of, more than
A great many of, a lot of
A good many of, a lot of, followed by a countable plural noun plus a plural predicate
There are a great many books in the library
A great deal of money was spent on the project
Note - a great / good many of + pronouns (they, US, your...) / Thr (these, those, your...)
A big one.
a large number of
A great deal of and a good deal of
He has given me a great deal of help
A good many workers were for the bill
All rational numbers can be used_____ But we can't say that all the points on the number axis are represented________ .
All rational numbers can be represented by the points on the number axis, but it cannot be said that all the points on the number axis represent rational numbers
All rational numbers can be represented by the points on the number axis, and each point on the number axis also represents a rational number!
incorrect
All rational numbers can be represented by points on the number axis, which is correct
But the points on the number axis do not necessarily represent rational numbers, they can also be irrational numbers
No, points on the number axis correspond to each number, not only rational numbers
The first half of the sentence is right, the second half is wrong.
The number axis is the one that also contains irrational numbers.
If rational number a > b, point a represents number a and point B represents number B on the number axis, then
A is to the right of B
All rational numbers can be represented by points on the number axis
According to the meaning of the number axis, real numbers and the points on the number axis are corresponding one by one, so all rational numbers can be represented by the points on the number axis, so the answer is correct
(a) all rational numbers can be represented by the number axis. (b) all irrational numbers can be represented by the points of the number axis
Come out. (c): the point on the number axis corresponds to the real number one by one. (d): all numbers without radical are rational numbers
(D) All numbers without radical are rational numbers
B
The prototype of the number axis comes from the reality of life, and the number axis reflects the reality of life_____ It is an important tool for us to study rational numbers
The prototype of the number axis comes from the reality of life, and the number axis reflects the reality of life_ Combination of number and shape____ It is an important tool for us to study rational numbers
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The rational number on the number axis, the number on the right is always larger than the tree on the left. What is the mathematical idea it embodies
Combination of number and shape:)