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Calc by Hugh Jass - Tue, 31 Jan 2017 08:38:40 EST ID:Rhgh4/nK No.15328 Ignore Report Reply Quick Reply
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  1. How do I set this problem up?
  2. Do I square the radical term to get rid of it?

The way my prof. writes these problems in a straight line is confusing. Thanks
Basil Gubberway - Tue, 31 Jan 2017 11:54:02 EST ID:A2j/BW/W No.15329 Ignore Report Quick Reply
This is simplification using order of operations, not calculus.







Comment too long. Click here to view the full text.

Can someone help me? by Samuel Gagglechick - Sun, 08 Jan 2017 06:01:19 EST ID:QDezsc5/ No.15313 Ignore Report Reply Quick Reply
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1 posts omitted. Click Reply to view.
Cornelius Nittingpidge - Mon, 09 Jan 2017 06:00:40 EST ID:TYRFlDNG No.15317 Ignore Report Quick Reply
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it's far bro
stay home
Charlotte Ficklepen - Wed, 11 Jan 2017 15:34:25 EST ID:A2j/BW/W No.15320 Ignore Report Quick Reply
Call angle QPX a and angle XPR b. Then you can use the law of cosines (LOC) to determine both a and a+b. Then subtract to get b. Then use LOC to find the length of XR using b. Sorry for the late reply.
Shitting Drussleford - Tue, 17 Jan 2017 19:32:16 EST ID:cHNY4zfv No.15325 Ignore Report Quick Reply
i know this shit seems retarded when you just doin geometry but try to really grasp the concepts cuz advanced math takes this triangle shit and makes some whole other crazy shit happen with circles till you got calc and beyond, all based on triangles, thats why pythagoras was a real OG nigga

Combine Data Sets Values Something by Doris Bemmlebanks - Mon, 02 Jan 2017 13:27:30 EST ID:RbgW2Zpy No.15304 Ignore Report Reply Quick Reply
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Suppose youve got 2 data sets but they're in completely different units and not on the same scale. What operation could you apply to each row in order to get an idea of their combined result.
Sum? Average? Multiply?
4 posts omitted. Click Reply to view.
break-a-bond !!D0XjIgKF - Sat, 07 Jan 2017 23:56:11 EST ID:tgwdoW8d No.15312 Ignore Report Quick Reply
This does not take into account weighting of each item if that matters at all.
So the forumula would become tedious
0.2*percentile1 + 0.8*percentile2
Then if you change that weighting from 20% -> 30% you're going to have to change every other weighting to add up to 1.
Eugene Gubberfuck - Sun, 08 Jan 2017 18:08:26 EST ID:/4S1D94J No.15316 Ignore Report Quick Reply
You cant build a score without context to what the data represents
Edwin Semmlebury - Sun, 22 Jan 2017 22:28:09 EST ID:C8IBIGCT No.15327 Ignore Report Quick Reply
Well he just did!
deal wit it

math for CS. by Fanny Gommerlirk - Sun, 07 Jun 2015 03:58:35 EST ID:8MLIP4Q3 No.14780 Ignore Report Reply Quick Reply
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I want to polish up some skills, specifically proof by induction, solving relations, and some calc. i think i know where to go for the calc (i learned it from the khan academy like 2 years ago and got a B+ in Calc II) but I can't find anything good for proof by induction or solving relations. i have some old lectures on my HDD but they aren't enough.

should I give in and hire a tutor? there is a top 10 stem school where I live and could get a tutor from physics, math, maybe CS, maybe another field's list but it's expensive.

pic unrelated
7 posts omitted. Click Reply to view.
Jack Wunderfuck - Sat, 15 Aug 2015 01:52:48 EST ID:PrRFulRY No.14859 Ignore Report Quick Reply
OP here again. I'll be studying calc (I have taken calc before and did fine) and discrete math this fall. im worried about the discrete math. my plan so far is to write down all proofs covered and make sure i learn each one and master it. i want to get close to 100% in this class. what tips to you guys have, beyond keeping at it and seeing prof/TAs regularly with questions?
Fuck Worthingway - Wed, 26 Aug 2015 23:04:36 EST ID:Dk8yywxc No.14867 Ignore Report Quick Reply

Make sure you do all of the assigned exercises. Try to do your own proof first on exercises, then look for a result on the internet. Hopefully you will be able to find many of the things you're asked to prove if you can't solve it yourself, but if you look at the result without trying it defeats the exercise of looking for a solution, which might screw you on the exam.

If you are ever lost with anything, work from the definitions and theorems you've used. Often you can solve a difficult problem by breaking something seemingly complicated into its parts, and then using the tools you have on the smaller pieces. The vast majority of professors will only ask you problems that they have previously exposed to you in class, homework, exercises, or at worst from the assigned textbook. If you feel you are struggling and have done all of the exercises and asked for correction from the professor, start doing the rest of the problems from the textbook and look for solutions.

Before you take any exam, at the very least read all of the exercises and questions in the textbook that you have been given. Oftentimes after being initially exposed to an idea without a solution and some time passes, we will be able to find a solution much more quickly than encountering problem without having seen it before.
Sidney Pittbury - Mon, 02 Jan 2017 17:51:19 EST ID:bM58eX3O No.15306 Ignore Report Quick Reply
fuk that, pick up a discrete math textbook. Then keep a copy of Advanced Calculus by Patrick Fitzpatrick around. Then whenever something troubles you about calc, look it up in that bby. It has a lot of goodies. In terms of CS numerical recipes contains most of the algorithms a person could ever want to use, code of them in C, and mathematical explanation of why they work.
Cheers and don't use it to build missiles u dingus,

Crazy Super Golden! by Barnaby Nicklewill - Wed, 28 Dec 2016 02:20:12 EST ID:RbgW2Zpy No.15300 Ignore Report Reply Quick Reply
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How does it do it! Nobody knows!
Barnaby Nicklewill - Wed, 28 Dec 2016 02:21:59 EST ID:RbgW2Zpy No.15301 Ignore Report Quick Reply
Also has anyone worked with python's wolframalpha API thing?
Nell Murdway - Fri, 30 Dec 2016 20:27:46 EST ID:i+CEI2Ll No.15302 Ignore Report Quick Reply
See what I wonder is how does that mouth not just munch up the numbers? I mean it looks like their gonna fall right in.
Doris Bemmlebanks - Mon, 02 Jan 2017 13:28:20 EST ID:RbgW2Zpy No.15305 Ignore Report Quick Reply
These are the questions that keep mathematicians up at night.

TAKE THIS SURVEY SINCE YOU HAVE NOTHING BETTER TO DO by Clara Ducklock - Sat, 29 Oct 2016 17:03:32 EST ID:uIooC5VR No.15256 Ignore Report Reply Quick Reply
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Linear Programming (Decision Mathematics Query) by Wesley Billingshit - Fri, 28 Oct 2016 13:53:23 EST ID:tyLg+ghU No.15252 Ignore Report Reply Quick Reply
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I am having difficulty formulating the following in terms of linear programming

A pig farmer uses at least 800kg of feed daily. The feed is a mix of corn and maize.
The special feed mixture must contain at least 25% protein and a maximum of 6% fibre

The composition of corn per kg is as follows:
Protein: 32g per kg ; Fibre; 27g per kg ; Price £ 0.3 per kg

The composition of maize per kg is as follows:
Protein: 360g per kg ; Fibre: 65g per kg ; Price £0.9 per kg

What is the minimum daily cost for the farmer, for food with at least 25% protein and max 6% fibre.
Comment too long. Click here to view the full text.
Beatrice Sushspear - Fri, 28 Oct 2016 16:54:06 EST ID:ZjFavw7f No.15253 Ignore Report Quick Reply
Without more information I would assume that you can take the amount of feed the farner needs to be exactly 800kg. Since there is no deal or discount for buying more corn or maize, any additional mass of feed will cost more money. As you are asked to minimize the cost to the farmer, you should always use the least mass possible.

Now it may be that you cannot minimize the cost and attain 800kg at the same time without buying some fraction of a kilogram of feed. This is probably why the question says "at least" 800kg. You will then need to take your answer and round up to the nearest integer if the feed is sold strictly by the kg and not just weighed en masse.
George Foffingworth - Mon, 31 Oct 2016 09:30:26 EST ID:tyLg+ghU No.15260 Ignore Report Quick Reply
Thank you, this was the only information provided so I shall do as formulated in OP. Thank you Beatrice Sushspear

muh math by Betsy Pushridge - Mon, 16 May 2016 20:04:48 EST ID:RHLOntyV No.15119 Ignore Report Reply Quick Reply
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Is mathematics a discovered (natural) or man-made phenomena?
Personally I think it's natural because it can precisely describe natural events and laws which those events must conform to.
Thoughts on this?
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Celty !Iv58NJh.IE - Tue, 11 Oct 2016 20:20:20 EST ID:v3boz4eW No.15243 Ignore Report Quick Reply
That's reasonable.
*shit eating grin*
Mr. Schwitters - Sun, 16 Oct 2016 00:37:47 EST ID:xB0tAwHQ No.15244 Ignore Report Quick Reply
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It's both natural and man-made. Look at that documentary where Zizek is standing in a pile of garbage, and saying, "This is the most natural thing in the world!". Nature is man. Culture is nature. Man is not separate from nature. You can't take biology out of the environment from which the gene evolves.

Well, you hear "Time/space/maths doesn't exist, man" so often. But for whom does it not exist?

I perceive its existence. How do I perceive it? Through my nervous system. My nervous system is receiving billions of signals every second.

Luckily there is a brain there which categorizes those signals for me into distinct tracks based on what has been evolutionary fit. That way, when I see a bear in the forest, I don't take out my ruler and try to measure every hair on his body in order to determine if the bear is a threat. Automatically my brain detects a threat and different glands fire off hormones, etc. and I find some way to keep my pic-a-nick basket.

To get a real answer to this, you have to look at the nervous systems evolved through time, and how nervous systems react to the phenomenal world. We still have amoeba, reptile, mammal, etc. sense, and that affects our perception. The 'tracks' where we store imprints about previous threats/comforts determines our perception.

Euclidean geometry is only an explanation of the world as it relates to the perception of domesticated primates.

We wouldn't see space in 3D if our nervous systems were different. We wouldn't plot points in 3D space if our nervous systems were different. Phenomenal existence only appears as it does because we evolved through all of the other species in the environment and atmosphere that we did.

tl;dr perception is everything, practice magick and cast spells dude
Shitting Trotdale - Sat, 22 Oct 2016 10:53:25 EST ID:ussIY8P4 No.15250 Ignore Report Quick Reply
>We wouldn't plot points in 3D space if our nervous systems were different.

No, we would still plot points in space regardless of how we evolved. Euclidean geometry may be somehow ``favored'' by our biology because it is a good local approximation of the acutal curved space in which we live, but even if a creature evolved in a truly alien geomtery it would still make up the geometry we live in if it was intelligent, just like how we have made up infinite families of alien geometries that don't obviously correspond to our physical reality.

uhhh by Reuben Honeyhood - Sun, 25 Sep 2016 22:57:20 EST ID:Z131bdYa No.15216 Ignore Report Reply Quick Reply
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Can someone please explain to me what's happening here?
The idea of a fraction being made up of other fractions is already weird to me, but why is the answer just flipping them?
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George Dezzlesudging - Fri, 07 Oct 2016 21:30:10 EST ID:GmQCz3Ds No.15238 Ignore Report Quick Reply
1/2 over 1/4. you flip 1 wrong fraction and multiply the 2 fractions together.

instead of .5 / .25 you're doing .5 times 4.
Lillian Daddlekeg - Sat, 08 Oct 2016 22:03:58 EST ID:A2j/BW/W No.15241 Ignore Report Quick Reply
(1/x)/(1/y) = 1*(1/x)/(1/y) = (xy/xy)*(1/x)/(1/y) = (xy/x)/(xy/y) = y/x

If you multiply the numerator and denominator of a fraction by the same value, the value of the fraction stays the same. Here you're just multiplying the top and bottom of the fraction by 2^5*7^2. The 2^5s cancel in the top and the 7^2 cancel in the bottom.
Ernest Cashfeck - Mon, 10 Oct 2016 10:20:43 EST ID:WotAVLKX No.15242 Ignore Report Quick Reply
lol man, dislexia? thats harecore

Help evaluate this integral? by Clara Bardwater - Sun, 25 Sep 2016 02:55:07 EST ID:os0KtXjb No.15214 Ignore Report Reply Quick Reply
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So I'm working on a Calc II assignment, and I'm stuck on a problem that asks for the volume of the infinitely long solid attached.

f(x) = xe^(-x^3), so I can prove that the integral converges. I'm a lazy cunt so I used Wolfram Alpha to evaluate the integral and the answer involves the gamma function, which puts solving it beyond the level of this class.

So is there a more obvious way to go about this problem, or did my prof. assign a problem that we can't actually do at this level?
3 posts omitted. Click Reply to view.
Hannah Wummerham - Wed, 05 Oct 2016 14:21:15 EST ID:QUTqUdS2 No.15236 Ignore Report Quick Reply
Yes you integrate by parts, no need for a Gamma function.
Charlotte Cunkinfoot - Fri, 07 Oct 2016 20:57:03 EST ID:q1podWFh No.15237 Ignore Report Quick Reply
I tried this. It only takes a u-substitution this way.

Also, the gamma function can be covered in a class at this level, although it isn't needed here.
Lillian Daddlekeg - Sat, 08 Oct 2016 21:13:04 EST ID:A2j/BW/W No.15240 Ignore Report Quick Reply
This. The integrand is pi*x^2*e^(-2x^3). Set u = -2x^3, the answer comes out to be pi/6.

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