Matrix
@matrixtranspose.bsky.social
He/Him, studies engineering mathematics
Fun fact: 4 is the biggest number
October 17, 2024 at 9:09 PM
Fun fact: 4 is the biggest number
Forgot this app existed
June 8, 2024 at 8:58 AM
Forgot this app existed
Hearing someone talk about free trade for an extended period of time and their opinions on it is a great way to judge how much they understand about the world.
November 18, 2023 at 9:06 PM
Hearing someone talk about free trade for an extended period of time and their opinions on it is a great way to judge how much they understand about the world.
Today in thermodynamics we did the approximation that a person was naked and in a vaccuum...
October 17, 2023 at 5:30 PM
Today in thermodynamics we did the approximation that a person was naked and in a vaccuum...
>destroy app
>competitors arise
>destroy brand
>???
>profit?
>competitors arise
>destroy brand
>???
>profit?
September 3, 2023 at 5:51 PM
>destroy app
>competitors arise
>destroy brand
>???
>profit?
>competitors arise
>destroy brand
>???
>profit?
Been trying to tweet so many bangers, but May says they don't pass the filter v_v
August 21, 2023 at 8:01 PM
Been trying to tweet so many bangers, but May says they don't pass the filter v_v
I like that there are no ads on here
August 4, 2023 at 12:14 PM
I like that there are no ads on here
Are we actually calling it skeet?
July 22, 2023 at 2:19 PM
Are we actually calling it skeet?
Fun fact: If x is a variable that can only take on the values of 0 and 1 and y(x) is a if x=0 and b if x=1, then we can write y(x) in a closed form.
y(x)=a^(1-x)*b^x
Try computing y(0) and y(1). It works!
This is useful in probability theory where x and y are random variables.
y(x)=a^(1-x)*b^x
Try computing y(0) and y(1). It works!
This is useful in probability theory where x and y are random variables.
July 16, 2023 at 9:30 AM
Fun fact: If x is a variable that can only take on the values of 0 and 1 and y(x) is a if x=0 and b if x=1, then we can write y(x) in a closed form.
y(x)=a^(1-x)*b^x
Try computing y(0) and y(1). It works!
This is useful in probability theory where x and y are random variables.
y(x)=a^(1-x)*b^x
Try computing y(0) and y(1). It works!
This is useful in probability theory where x and y are random variables.