How many odd and even numbers do vb use for loop to calculate 1-100?

How many odd and even numbers do vb use for loop to calculate 1-100?

q = 0: e = 0
For i = 1 To 100
If i Mod 2 = 0 Then
e = e + 1
Else
q = q + 1
End If
Next
Print "odd number ="; Q, "even number ="; e

VB 6.0 If x Then Print x Else Print x + 1
Dim x
If x Then Print x Else Print x + 1
The output is 1

If x is greater than 0, the condition holds, so the value of X is output. Otherwise, X is 0, and the output result is 0 + 1 = 1. For example: dim XIF x then print x ELSE print x (result 0) dim XX = 2If x then print x ELSE print x + 1 (result 2) dim XIF x then print x ELSE print x

A="abcd" B="bcde" E=right(a,3) F=mid(b,2,3) if e

Ha ha, it's starting. A = "ABCD" stands for the principle of abcdb in A. e = right (a, 3) right stands for right to left intercept, here intercept three e = BCDF = mid (B, 2,3) mid stands for three from the second position in B, here the screenshot is the judgment sentence print after CDE. You should know about VB's

Can the expression in VB be written as if a = b = C then print "a = b = C"

Do you think you use C language?
if a = b and b = c then print "a=b=c"

The product of two odd numbers plus an even number is
I'll use it tomorrow

For example, 3 * 3 + 4 = 13
1*1+2=3
So the product of two odd numbers plus an even number is
It's an odd number

The product of the sum of three odd numbers multiplied by an even number is

Even number

The product of two odd numbers plus the sum of even numbers is 1, odd. 2, even. 3, non odd and non even

Odd numbers, because the multiplication between odd numbers can only get odd numbers, plus even numbers, the result can only be odd numbers
Add: odd number of bits must be 1, 3, 5, 7, 9, you can imagine the multiplication of these bits can only be odd

Is 0 even or odd? I'm confused
A book says: "even numbers are integers divided by 2." and 0 is an integer, but 0 can be divided by 3. Isn't it odd again

Is 6 divisible by 3 an odd number?
The absolute number divisible by two is even
SO 2 is even

I am very grateful for the general formula of odd term product and even term product!

2x4x6x. X2N = (2x1) (2x2) (2x3). (2xn) = 2 ^ n * n! Or Π 2n
1x3x5x. X (2n-1) = (2n)! / 2 ^ n * n! Or Π (2n-1)

Is zero odd or even, or not odd or even?

Even number