Maths with loads of force

Differentiate the following with respect to x:

"But what if I have no respect for x?" - Anonymous

Whatever your subject combi may be, I'm pretty sure that it includes Maths. Even if you love the Arts so much, you find that you cannot escape Maths. Never heard of any Arts student just taking Chemistry as their contrasting subject. That's just plain dumb because 1) Chemistry sucks and 2) Maths is forceful.

How is it forceful?

- They force you to respect x.
- If you don't, you'd probably get 0 marks for the differentation question.

That's how forceful.

According to Physics, the SI unit of force is Newtons. And force x distance = work done.

If you want to get your work done for Maths, you'd have to force yourself to go the extra distance.

Thus, do not belittle the power of Maths. As mentioned yesterday that everything is interdisciplinary, we have come to the (force) field of Physics showing that Maths is indeed a subject with loads of force!

Further proofs:
(something which I won't usually read)

3 x 3! = 18

Note that students always get tricked by this. Because when you read it out, it's simply read "three times THREE!". As exclamation marks are signs of, well, exclamation, they have to be read out with conviction and force. Thus, a fool would just give the typical response that three multiplied by THREE! is nine. Which is of course, horribly wrong.

Since THREE! is much more forceful and hence bigger than three.

And as you let N! tend to infinity, the force becomes more powerful. I could draw a table to illustrate this, but it wouldn't help much as tables have four legs but nothing mathematical about that.

4 = 4
4! = 24

Thus, two multiplied by FOUR!! gives you forty-eight, not just eight.

Try this on your friends, guaranteed loads of them will be tricked.

My trick count is 5/5, let's see how many more will continue underestimating the force of Mathematics. It does not bide well for anyone to undermine the power of Mathematics, for honestly it will come back to own you. There's the Power Series and with all the forceful examples that I've forced on you above..

..Maths is indeed a subject with loads of force. (shit, how many times am I going to repeat this)

That's why they often use "n" to represent integers or real numbers - because N is the SI unit for force!