/sci/ - Science & Math

>what's the actual math behind that
It's ok, I'm autistic too. It doesn't matter. Pick a number of days - let's start with two. Two days a week, you'll go to the gym for an hour. Increase as neccesary.
to address the core of your question instead of dancing around it like an ass as in my previous post, however, yes, you would eventually reach equilibrium. You can avoid this bad ending by exercising more. It is commonly believed that diet shaves pounds and exercise shaves ounces. This is not true for most people. What is true for most people is that they lack a solid core. Do core exercises. Strengthen your core, your back, your legs. Lift. You will only regain the weight if you do not exercise. I will say it again, because I failed many times before learning this. You will only regain the weight if you do not exercise. You will only regain the weight if you do not exercise. I lied, I said it two more times. Ideally you would watch some youtube tutorials, and then go to a gym and get a trainer. Some gyms give you some hours with them for free with your membership.

>>11533750
I don't know exactly what it is you're asking, but:
Let [math]x, y \in P \{ a, b, c \} = A [/math]. We set [math]x + y = x \Delta y[/math], their symmetric difference, and multiplication by [math]\mathbb{Z}^2[/math] is the unique one.
Up until now I've basically been guessing the vector space structure on [math]P \{ x, y , z \} [/math], so feel free to correct me if I got it wrong.
Now, if I've gotten everything right, [math]\{ \{a\} , \{ b \}, \{ c\} \}[/math] is a spanning set.
>inb4 anon why did you guess this specific vector space structure
[math]Hom _{Set} ( \{a, b, c\} , \mathbb{Z}^2 )[/math]