There's nothing broken.

So 4 factorial divided by 0 factorial times 4 factorial.

So when you add fractions, whether you're doing it with algebraic fractions or regular fractions, you have to find a common denominator.

So this is equal to 4 factorial over 0 factorial times 4 factorial, right 4 minus 0 is 4 a to the fourth plus 4 factorial over 1 factorial times 3 factorial, right?

That's 4 factorial over 2 factorial times 2 factorial, right?

That's plus 4 factorial over 4 factorial times 0 factorial b to the fourth.

It's 2K pi times sigma.

That's 4 factorial over 3 factorial.

That equals n factorial over 1 factorial divided by n minus 1 factorial times x to the n minus 1.

So that's 4 factorial over 1 factorial, which is also 1, divided by 4 minus 1 factorial.

10 factorial divided by 9 factorial that's 10.

So n factorial divided by n minus 1 factorial, that's just equal to n.

And the strength of the field, or the magnitude of the field, is equal to 2 times Coulomb's constant times pi times the charge density of the plate.

3 factorial over and then 3 minus 2 factorial.

4 minus 3 is 1 factorial. ab cubed.

So these are essentially fractions.

It's really, you're just multiplying fractions.

We could write it as n factorial it s a lower case n n factorial over n minus k factorial.

So 1 times c1 times 1 is equal to 1.

So that's the number of unique combinations, where you have four out of six heads, times the probability of each of the combinations, which is 1 2 to the sixth power.

There shall be no fractional votes.

We ended up with fractions here and things.

I want them to be improper fractions.

That's 26 factorial.

4 factorial.

Times this guy over here. v2 dot v2 minus v2 dot v1 squared over v1 dot v1.

So I'll write that down. e to the 0 is 1 times c1 times cosine of 0, plus c2 times sine of 0.

Minus 2 times e to the 0, times cosine of 0, that's 1, plus c2 times sine of 0.

That's just 1 times itself plus 0 times everything else.

This means 10 factorial over 2 factorial times 10 minus 2 factorial.

There may be no fractions of participation shares.

But remember, they have a fractional reserve banking system.

I like to turn them into improper fractions.

It's lambda 1 times v1 plus 0 times v2 plus 0 times v3, all the way to 0 times vn.

If I have 7 factorial divided by 6 factorial, that's just 1.

And then the numerator is the factorial of my exponent.

I could've done it in the last step so that we don't have any fractions here.

So now 4 times 3 factorial, that's just 4 factorial over s to the fifth.

All the volcanoes are erupting. We're all one. There are no cracks..

V2 dot v1, that's going to be and we're going to multiply the numerator times itself, v2 dot v1.

Times v1 dot v1.

This is just times dx.

So you get 4 factorial over factorial.

That's 7 factorial.

1 factorial is 1.