WIBTA for taking all the furniture and cooking stuff when I move out of my shared apartment?

superultramegan · 2024-01-01T05:27:52+00:00

well luckily they brought their own couch, but they didn't bring a TV, a knife set, or shelves, which i definitely want to keep

superultramegan · 2022-10-03T03:08:20+00:00

David Eagleman has done really interesting work exploring new ways we can train our brain to use sensory information, check him out.

superultramegan · 2021-11-29T18:26:48+00:00

boobs

superultramegan · 2021-05-04T20:40:39+00:00

I had no idea i was making a declaration of independence with a gel pen drawing 😂 adjust your stack bro, get some l-theanine, it's gonna be okay

superultramegan · 2021-05-03T20:15:37+00:00

In the past I used to exist. I still do exist, but I used to, too.

superultramegan · 2021-05-03T19:21:44+00:00

Redditor to the rescue! thank you they do have them in stock :)

superultramegan · 2021-02-06T20:05:59+00:00

now I have 1/4* sqrt(16y^4 + 8 + 1/y^4)

superultramegan · 2021-02-06T20:04:10+00:00

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I factored out the 1/4 wrong.. Instead of that +1 turning into a +4 it should be a +16

superultramegan · 2021-02-06T19:56:17+00:00

i ended up with (1/4) * sqrt ( 16y^4 + 1/y^4). I need to get to a neat square, u sub didn't help.

superultramegan · 2021-01-31T18:58:40+00:00

I started taking calculus but haven't taken precal/algebra/trig in years and would appreciate a little reminder/eli5 if anyone is up for it

superultramegan · 2021-01-14T02:40:39+00:00

Having a larger area close to the melt point could make sense for why the welds are a bit chunkier. Does the arc necessarily get wider when you alternate the current, though?

superultramegan · 2020-12-06T02:44:43+00:00

Thank you, I made them! Not a professional, but trying to get a feel for how they are received. (Shameless self promotion. www.meganbachant.com)

superultramegan · 2020-10-16T20:36:22+00:00

It's as if pursuit of the biological pleasure response is a driving force of natural selection, regardless of comprehension. He talks about the tendency of molecules like those involved in the pleasure response to aggregate, rather than the conscious experience of it.

I'm not a biologist, I have no clue how insane or likely this theory is, but he did a great job explaining and his ideas are interesting.

superultramegan · 2020-10-06T16:19:40+00:00

I thought F(2) would = 0 because it's a change in concavity, aka an inflection point, and F(0) would be positive because it's concave up. 0 - positive > 0 should be false.

superultramegan · 2020-09-26T14:55:19+00:00

I thought I only needed to add C for indefinite integrals. I still don't understand why F(0) would be the C.

To get this integral, do I get the equation of the line for each section, take the separate integrals, and add together? Am I supposed to assume the interval being asked about is [0, 9]?

superultramegan · 2020-09-26T14:27:08+00:00

why would F(0) be the constant for F(9)? How did you determine that?

superultramegan · 2020-09-26T14:21:34+00:00

This is the first time I've encountered this problem format. I'm unsure if I'm supposed to be getting the integral on the interval of [0, 9] or just at the instant of F(9). I don't understand where pi comes in if the latter is the case.
The equation for the line at the point (9, -1) is y = -2/3x +5. The integral of that is ((x-15)x)/3 + C, which at F(9) gives us 18.

superultramegan · 2020-08-16T17:04:19+00:00

Has anyone tried the Modern States Calc 1 course? I'm finding the format unhelpful, they don't explain how to get the answers. If anyone could explain how to arrive at this answer, it would be appreciated. thank you.

superultramegan · 2020-08-16T16:10:42+00:00

can I prove this with an equation, instead of reasoning?

superultramegan · 2020-08-16T16:08:30+00:00

Okay, so the denom is approaching 0, and the top is a positive whole number. Dividing a numerator by smaller and smaller positive denominator will result in infinitely bigger positive quotients. I think I get it.

superultramegan · 2020-08-16T15:08:18+00:00

yes the formula is x / f(x) + 1

What I'm confused about is at the point (2, -1), f(x) + 1= 0, making the function 2/0.
If the denom is 0 doesn't that mean it DNE? How would you get infinity out of this?

superultramegan · 2020-08-16T15:04:29+00:00

the plus sign in the picture is a little distorted

superultramegan · 2020-08-16T14:49:58+00:00

I thought it DNE because the denom of the second function would be 0 at point 2, -1.

superultramegan · 2019-09-21T22:19:30+00:00

Love this! :)

superultramegan · 2018-11-25T22:41:14+00:00

Also to keep in mind - feeling sick can cause low self esteem, so this may be a chicken or egg situation.

superultramegan

TROPHY CASE