@charzeta.bsky.social
We never should have enchanted the silicate rocks to speak our holy language of binary.
The demons they summoned cannot be banished easily.
The demons they summoned cannot be banished easily.
April 4, 2025 at 12:10 PM
We never should have enchanted the silicate rocks to speak our holy language of binary.
The demons they summoned cannot be banished easily.
The demons they summoned cannot be banished easily.
Yeah pretty much!
It's a very common little trick to change the differential in a particularly difficult integral to simplify it to a form that is easier, then convert it back when convenient.
Happy to help if you need any more info though keep in mind I've been out of university for... A while!
It's a very common little trick to change the differential in a particularly difficult integral to simplify it to a form that is easier, then convert it back when convenient.
Happy to help if you need any more info though keep in mind I've been out of university for... A while!
March 29, 2025 at 9:01 PM
Yeah pretty much!
It's a very common little trick to change the differential in a particularly difficult integral to simplify it to a form that is easier, then convert it back when convenient.
Happy to help if you need any more info though keep in mind I've been out of university for... A while!
It's a very common little trick to change the differential in a particularly difficult integral to simplify it to a form that is easier, then convert it back when convenient.
Happy to help if you need any more info though keep in mind I've been out of university for... A while!
How familiar are you with integration in general?
It's been a while, but the dx (or d whatever, it can be anything) indicates against what variable the integration is performed.
So if you had integral of u*sinx where u is a variable with dx, you're specifying that it's x that you're evaluating.
It's been a while, but the dx (or d whatever, it can be anything) indicates against what variable the integration is performed.
So if you had integral of u*sinx where u is a variable with dx, you're specifying that it's x that you're evaluating.
March 29, 2025 at 6:09 PM
How familiar are you with integration in general?
It's been a while, but the dx (or d whatever, it can be anything) indicates against what variable the integration is performed.
So if you had integral of u*sinx where u is a variable with dx, you're specifying that it's x that you're evaluating.
It's been a while, but the dx (or d whatever, it can be anything) indicates against what variable the integration is performed.
So if you had integral of u*sinx where u is a variable with dx, you're specifying that it's x that you're evaluating.
It gets absorbed with the dx to "create" the du.
March 29, 2025 at 3:38 AM
It gets absorbed with the dx to "create" the du.
A little tip I use: put a bunch of rocks in the machine. When the cacophony ends, the cycle is over!
March 18, 2025 at 9:05 PM
A little tip I use: put a bunch of rocks in the machine. When the cacophony ends, the cycle is over!
Fuck yes, time to bake and/or cook things!
March 13, 2025 at 3:03 PM
Fuck yes, time to bake and/or cook things!
You'll have to settle for 30,000 CAD.
Equivalent value: 3.50 USD
Equivalent value: 3.50 USD
March 12, 2025 at 3:04 PM
You'll have to settle for 30,000 CAD.
Equivalent value: 3.50 USD
Equivalent value: 3.50 USD
DESPISE Greggs for this reason smh. Innit.
March 7, 2025 at 6:06 PM
DESPISE Greggs for this reason smh. Innit.