What is the difference between a great many and a great many of New concept Volume 2 says that a great many is an adjective phrase and a great many of is a pronoun phrase. I don't understand the difference between them What's the difference between the two and a great number of? What's the phrase?

What is the difference between a great many and a great many of New concept Volume 2 says that a great many is an adjective phrase and a great many of is a pronoun phrase. I don't understand the difference between them What's the difference between the two and a great number of? What's the phrase?

A great many + n
A great many of + n
A great number of is a pronoun phrase followed by a countable noun
There are __ chairs in aother room.
Please of and a great many of?
Every countable can be modified
A great many of is followed by: 1. Pronoun: a great many young students
Summation of factorial accumulation in VB 1! + 2! + 3! + 4! + 5! + 6! + 7! + 8! + 9! + 10!
I am a beginner of VB, with for loop solution urgent!
A=0
for i=1 to 10
H=1
for j=1 to i
h=h*j
next j
a=a+h
next i
'A is the result
A real number corresponds to a point on the axis______ (judge right or wrong)
Every real number can be represented by a point on the number axis. Conversely, every point on the number axis represents a real number, so the real number corresponds to the point on the number axis one by one
VFP factorial, 10! + 9! + 8! + 7! + 6! + 5! + 4! + 3! + 2! + 1!
clear
S=0
for i=10 to 1 step -1
P=1
for j=1 to i
p=p*j
endfor
s=s+p
endfor
"10!+9!+8!+7!+6!+5!+4!+3!+2!+1!=",s
return
One by one corresponding to the points of the number axis is ＜
A. Integer B. rational number C. irrational number D. real number
One by one corresponding to the point of the number axis is d
A. Integer B. rational number C. irrational number D. real number
For positive integer n, it is proved that f (n) = 32n + 2-8n-9 is a multiple of 64
The real number represented by 5 unit length points on the number axis away from the origin is______ .
Let this number be x, then | x | = 5, that is, x = ± 5, so the answer is: ± 5
How to find the convergence and divergence of N times n power of factorial 2 of n
The convergence and divergence of [(n * n) times] / N! Of [(2) is obtained by the ratio convergence method. Its limit is infinite, so it diverges
Every rational number can be represented by a point on the number axis
I think C, 0 divided by any number will get 0 and D. every rational number can be represented by a point on the number axis
C error, 0 as divisor, if the divisor is 0, it is meaningless, D is correct
C is not right, 0 can not be used as divisor, D is right..