How do you make this formula in gimkit?

Based on my comment? Holy cow. I got smort! (somewhat)

Also for this equation…

We might have to find a different one.

1 Like

(Brain fails)

1 Like

i think my brain just exploded looking at that

2 Likes

By reading this, you understand and agree that this post may be 100% inaccurate.

For anyone who doesn’t understand, the E stands for “Sum” function, with values starting at 1 to 2^n.

In coding terminology, it’s a for loop:

for i in range 2^n
      maths here
      p += maths

The half-bracket things represent the floor function (e.g. 1.00001 becomes 1, 53.999999 becomes 53).

And cos is the cosine function (calc stuff I don’t wanna explain)

As for the explanation mark, that’s factorial (which is n*(n-1)*(n-2)…*1).

This outputs the nth prime number.

3 Likes

This is going to require quite a few loops- but also, gimkit’s decimal precision is pretty low I think (don’t quote me on that), so you won’t be able to compute the formula super far out.

2 Likes

^

Beyond that, factorial racks up quickly so uhhh…

I personally would abandon this method.

1 Like

I see you’re trying again to do something with prime numbers @FusionLord. Why? What are you making?

Its for data encryption or something.

why cant we just be normal and basic and not asking mathematical questions like this If you think you can YOU CAN

I am having enough with this math!

Me too! And I’m in an elevated math class!

I honestly enjoy the math, but it can get a little frustrating at times.

2 Likes

I agree with you @cheesebox .

Hmm, this seems very hard. What if we make a different formula, one that can be easily made with all of the tools in Gimkit creative? I know it is hard to make a formula, but if you like I can make one for you. I once made a formula myself. It might take a while though. Would you like me to try?

If you did make one you could get a million dollars!

1 Like

wait is that a joke or no?

No it’s not a joke

3 Likes

Umm…
ok. I will try, but does me making a new formula actually count?

Yeah I think so! It would be cool if you figured it out though!

2 Likes

Hehe, probably would never end up making it work, but always worth a shot.