V = D/T. But V and T have an inverse relationship. Let's imagine that V has a direct inverse relationship with time. Thus, V = 1/T.
D/T = 1/T
D = 1
What does this mean? It just means that D is constant. If D is constant and V is constant (C), then T must be constant.
I have got a better one:
x = 1/2 a t^2;
v = at
and
x = vt;
put the second equation in the third and you get x = a t^2
so that 1/2 at^2 = a t^2.
From this you get 1/2 = 1.
perform the inverse of this equation so you get 2 = 1;
now you can prove the following: 2^n = 1 for any number n:
Proof by induction
for n = 1 we already proved that 2 = 1;
suppose that it is true for some n, we must prove that this is correct for n+1.
Now, 2^(n+1) = 2^n*2 = 2^n*2 = 2^n*1 = 2^n = 1;
So that by induction, we have shown that 2^n = 1 for any n.
If 2^n = 1 we have 1/2^n = 1/1 = 1;
Now since 2 = 1 + 1 = 1;
this mean that 1 = 0.
Now, we can write any real number as a sum of powers of 2. But we have shown that any power of 2 = 1, which itself equals 0, so that any number is equal to a finite or infinite number of zeros which is 0.
So any number is in fact equal to 0.
But since 1 = 0; any number is equal to 1.
So that of course, as you have written; D=1