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moving or able to move through the air with wings.
"a flying ant"
Similar:
airborne
in the air
in flight
fluttering
flitting
flapping
hovering
floating
gliding
windborne
soaring
winging
wheeling
winged
volitant
noun
flight, especially in an aircraft.
"she hates flying"
So true. But they are still flying
The question is exactly the same, is the claim:“all real numbers N such that N>7.349 round up to 7.34“ right?, Or, alternatively, a more evidently false claim:“all real numbers N such that N>7.349 are greater than or equal to 7.35“ true?
All snakes aren't cable of flying themselves but they can fly
It is the same with numbers, by them selves they can't do much but when matched with another one they can rise high
Its same in human physiology, we tend to be better when we have someone we can lean on
In conclusion Leila is on something
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hello sorry it's me again
whats that notation?
huh?
and m* is the outer measure
what?
sooo
@mortal trellis @paper mango can you help me pls
hiii
sry will be absent in a sec
but state where you are stuck for passengers
im stuck from the beginning
@coral stone Has your question been resolved?
<@&286206848099549185>
Most people here(me included) probably don't know enough about measure theory to help you,so, worst case scenario
Someone in #real-complex-analysis or #advanced-analysis (since there's no channel for measure theory per se) might be able to
ok thank you
so, this is a measure on some space $X$ and youre defining $m_(S) = m^(X) -m^*(S^c)$, yeah
kugelblitz
you should have <= easily
hooww
this is my definition
so m*(I\S)
instead of m(U) it's l(U) because we assume I is an interval
wait i typed that wrong
although you need I to have finite measure
oh hold up i think i did it wrong again
i think you can just show that
this expression is just the lebesgue outer measure
u mean this one?
think of it as just an abbreviation, but either way they both mean the same thing
the inner measure is the outer measure?
that cant be?
ie, $m^(S) = \sup {m^(K) \colon K \subseteq S, K \text{ compact}}$
kugelblitz
what?
wait wdym
if S is lebesgue measurable they are equal
which is what you have to show, basically
do you know that $m^(S) = \inf {m^(U) \colon S \subseteq U, U \text{ open}}$?
kugelblitz
if S is measurable
yes i ve seen this definition
now, the monotonicity of $m$ means that $m(S) \ge \sup {m(K)}$, yeah
kugelblitz
so you have to prove the reverse
what is K?
so we'll assume S is bounded, and then take some closed set $C$ around it, then use the above to find some open $U$ so $C\backslash S \subseteq U$ and $m(U) \le m(C\backslash S) + \varepsilon$
kugelblitz
compact subset
wait, i also know that if K compact subset of I, then m*(K) + m*(I\K) = l(I). Can we use that?
wait wait im going to rewrite it
so basically
then take $K = C\backslash U$, and note that $C = K \cup U$, and then do some rearranging to get $m(S) - \varepsilon < m(K)$
kugelblitz
$K \subseteq S$ here
kugelblitz
you might want to draw a picture
basically were trying to find compact K so m(K) >= m(S) - eps
to get the reverse ineq
we want to show that $m(S) \le \sup {m(K), K \subseteq S, K \text{ compact}}$, by monotonicity the other inequality is trivial
kugelblitz
ok
you probably want to draw a picture
take S, draw a closed box around it (C), take some open set U which contains C\S, and is barely larger than C\S, and then take K = C\U
thats compact, since its closed and bounded, and K is included in S
and you end up w/ $m(C) = m(K) + m(U) \le m(K) + m(C\backslash S) + \epsilon = m(K) + m(C) - m(S) + \epsilon$, so $m(S) - \epsilon \le m(K)$
kugelblitz
then you have shown that this inner measure agrees with the outer measure so if S is measurable then m(I) = m(S) + m(S^c), of course
yes i think i kinda see it but just thought maybe we coule immediately take the equality and rewite inf{m*(U) ....} as -sup{-m*(U)...} and then we're gonna have sup{l(I) - m*(U)... } and l(I) - m*(U) is like m(I\U) which xould be m(K) since U is open... but yeah i understand thank you 👍
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this is a multiplication problem so the inverse is division but im not understanding what to divid to get 0
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its just 0 right?
yep
Thanks sorry I needed to know if my thought process is correct
I dont want to just guess I wanna know why I got the answer
$\frac{0}{n}=0$
yoboiqimmah
where n is any number
Sorry can you dumb that down
are you saying when something = 0 in a division problem its always 0
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I’m trying to better word why the theta would be -pi/2 but I’m having difficulty any advice?
because cos(-pi/2)+isin(-pi/2)=0+i(-1)=-i
if that's what you are looking for
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Can someone check my work
my teacher doesnt have an answer key for this specific question sooo
i just wanna make sure its right
looks good
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@crude sage Has your question been resolved?
hi this isn't really something that anyone's going to be willing to do
it takes quite a bit of time. are you fairly sure you got them and just want a check, or were you largely guessing?
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im sure I got them
i just want a check for the district 1 if i did it correctly
the weight is kg (at death) right?
the instructions are clear, they were looking for the mean, median, and mode for the age and weight
i just want to know if i did it correctly
i calculated it the age and kg (at death)
@crude sage Has your question been resolved?
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I need help to make like graph for this question: A plane flies southeast at a constant speed of 900 km/h. The wind is blowing north at 100 km/h. Determine the resulting velocity vector of the plane relative to the ground. To be able to draw it
this is what I have so far
use tip-to-tail to draw another velocity vector that points 100 km/h north
after that would I make it into like a triangle?
i actually recommend drawing the triangle for just the plane before you start with the wind
like this?
yes, i also recommend erasing the the hypotenuse of your plane's velocity vector (and keep only the resultant velocity)
if you dont want to, thats fine
calculate the legs of the right triangle
then modify one of the legs based on the 100km/h
calculate the new hypotenuse
okay I’m going to try that
@trim garnet Has your question been resolved?
I got it right tysmmmm @broken pivot
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@runic ibex Has your question been resolved?
What have you tried so far?
This is quite a tough one
What I would say is let the angle EAF be x
Then try and calculate that
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Could someone explain how to do these?
Have you learnt about the four quadrants in class
Oooo
Hallo
I would like to help
Not yet, this is like a preview worksheet
yeah
So for acute angles, is sine positive or negative
eww don't learn the unit circle, that's cringe, there's like 16 things to memorize
I don't mean the one with all the special angles
I just mean the bare unit circle
So we have our unit circle
For angles in the first two quadrants sine is positive
For angles in the last two quadrants sine is negative
Now we have to talk about reference angles
Have you heard of reference angles
nope 😭
i dont think so
we js started the unit yesterday so theres a bunch of stuff i probably dont know
I would approach it like this
for the first problem
I just remember the 30,60,90 triangle and its sides
memorize the shape like how u know the shape of a square
remember that sine = opposite / hypotenuse
and remember that (hypotenuse is always positive)
(why, idk just go with it, its just how i do it)
so that means that the opposite side is negative sqrt(3)
then draw the literal triangle in ur xy grid
label all the angles that u can see, since u already know all the angles of the 30,60,90 triangle and u know that a straight line is 180 deg
You also have one more solution
i know
i know, i didnt draw it yet
ye
like he said u could also draw another triangle that has an opposite side of negative sqrt(3)
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Hello, I have a combinatorics related question. Given are m marbles of which r are red and b are blue, with r > b and r + b = m. The experiment states that we draw a single marble at a time without putting it back into the urn. I would like to verify the following results I got for the following questions:
a) How many possible draws are there, when m marbles are drawn?
b) How many of those draws start with a blue marble?
c) How many draws starting with a red marble are there, such that there is a temporary equality in the colors of the drawn marbles?
For a) I got m! because I am drawing in a sorted manner without putting back a marble once drawn. I am not sure if this is correct because the red and blue marbles themselves are not distinguishable, so (r_1,r_2,r_3,b_1,b_2) and (r_1,r_3,r_2,b_1,b_2) would be the same permutation for example.
For b) my answer was (m-1)!, simply because I have one less marble to choose from. I also didn't think of the non-distinguishable marbles here.
For c) My answer was the sum of (m-2i)! over i = 1 to b. My reasoning here was, that if I start with a red marble, I just choose a blue marble, so I have 2 marbles less than before. If I start with two red marbles, I need to choose two blue marbles and have 4 marbles less and so on and so on.
@kind notch Has your question been resolved?
<@&286206848099549185>
you are right to be suspicious, (a) is incorrect, as it overcounts
by exactly what you had already said
Perhaps I should interpret the permutations as a tuple of ones and zeros then I guess that would make it easier to think about it
sounds fine, sure
it is salvageable, though
say you pick a permutation of the m (pretend-distinct) marbles
how many permutations are equivalent (under the all-reds-are-same, all-blues-are-same relation) to the one you picked?
The permutations of red are r! and the permutations of blue are b! so r! + b! I think?
you're close; the permuting of red and blue marbles are independent of each other, so these counts multiply
it's r!b! therefore
Oh and if I divide m! by r! * b! I get the right number?
yes; you divide out all the extra permutations that are the same
because that would take out all the unwanted permutations if I am not wrong
it specifically works because the number of equivalent permutations is the same for each permutation you stumble upon
Ok then b) is also wrong and should be (m-1)!/((r-1)!b!)
another way to find the same answer, if you like binomial coefficients / the choose function: of the m slots, you pick r of them to be red, in which case the placement of the blues is forced
this yields (m choose r)
because i am applying the same logic but only for one less red marble
which is equivalently m! / r!(m-r)! = m! / r!b!
Oh thats nice
I agree, nice
I also think my logic in c) is correct but the math is wrong so here it should be (m-2i)!/(r-i)!(b-i)! for i = 1 to b
but its not quite correct
no that doesn't imply that the sequence I drew my marbles in starts with a red marble
yeah, it feels tricky
you also want to avoid overcounting
I think I got it, by considering the number of extra reds
no, nevermind
maybe it's easier to count all of the drawing sequences in which the number of reds is greater than the number of blues drawn at any point?
i.e. the things that aren't satisfactory
it almost feels Catalan-y
Perhaps ((m-1)-(2i-1))!/(r-(i+1))!(b-i)!) does it
what's the idea?
In the beginning I have (m-1) marbles to choose from
Then if I want to equalize I only need to choose a blue marble, or draw another red and then two blue marbles and so one
So I have to draw 1, 3, 7 etc. marbles correctly in order to equalize which is what the (2i-1) is for
Then because I already drew a red marble in the beginning, I start with r-1 marbles. With each iteration giving me i red marbles less, I figured r-1-i = r-(i+1)
The blue term stays the same as I have not yet chosen any blue marbles
I don't think I'm convinced, because I'm wondering where the drawings starting with (r, r, b, r, b, b, ...) are counted
ah I see what you're saying, so really the problem is that some combinations are counted multiple times
e.g. (r, b, r, b, ...)
counted by i=1 and i=2
ah yes and thats unnecessary because it already is temporarily equal for i=1
but going back to the binomial coefficient idea
i think i can work something out with that
one thought I had was to define a sequence (p_i) in which p_i is the number of drawings in which the first occurrence of a red-blue tie occurs after 2i draws
maybe there's a manageable recurrence relation in there
although really you only need the sum of all the p_i's
it could also just be principle of inclusion-exclusion
yeah that would be what I would guess too
then again they didn't include it in the lecture (it was in the lecture on discrete mathematics interestingly)
I have some notes on that let me take a look
Ye I know the size of each set so to speak
but I would need to expand this for ordered sets i think
or do i
no I don't
yeah it should be inclusion exclusion
I will think about it more after work now I will do some chilling
tyvm @somber crest for your extensive help
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no problem, have a good chill
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squares abxy and acpq are draw outwardly on the sides ab and ac respectively of triangle abc right angled at a. perpendiculars to bc at b and c meet xy and pq, produced if necessary, at m and n respectively.
a) prove triangle abc, bxm and cpn are congruent
b) prove bcnm is a square
@bitter jasper Has your question been resolved?
<@&286206848099549185>
maybe you have sketch?
idrk how to draw it
but
this is what i assume it looks like
<@&286206848099549185>
you sure that they have to be congruent and not similar?
its what the question says yea
not sure if the graph is right hto
can anyone help
@bitter jasper Has your question been resolved?
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Hi, basically idk if the first or the second one is correct. Do I have to multiply by 0 or is like everything wrong? thank you in advance
I'm not sure what the first line is meant to be
could you show the question please?
the question is to find x and the first line is the equation I was given
-1/4 + x = 1/3 x (-1/4)
thats the line. the rest is the way Im supposed to write it down when i take an action on both sides of the = sign
yes
thank you that helped me a lot
you sure?
yes I missed the step with -1/4 + x = -1/12 in my head
it makes more sense now so thank you
nppp
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I did the calculus with both inequalities and it gave me this
And idk if it s ok, please help me
@prime nebula Has your question been resolved?
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This is confusing
<@&286206848099549185>
<@&286206848099549185>
<@&286206848099549185>
<@&286206848099549185>
Stop spaming yall
!noping
Please do not ping individual helpers unprompted.
you just need to apply this formula over and over again
that's actually not relevant
x-bar is the sample mean
n is the number of observations
you just calculate the test-statistic z, then use a table or something to find the probability
and check if it is over or under 0.05
X is standard deviation upside down n is mean uhhh n is... o???
n is this
you really need to make a Quizlet so that you know what those symbols mean
$\sigma$ is the standard deviation
south
$\mu$ is the mean, so $\mu_0$ is the mean under the null hypothesis $(H_0)$
south
so mu_0 = 50 for the 1st q
mu is unknowable
oh
you can only choose people from a group and find the mean of that group, the sample mean
like if I wanted to know the average weight of everyone on Earth
I could choose 100 random people, and I could choose another group of 100 random people, and those sample means would be somewhere near the true mean
but then finding the true mean by weighing all 8 billion people on Earth would be totally unnecessary
we don't really care about the true mean
we just want to know if we are 95% confident (0.05 significance) that our sample mean is close enough to the true mean
so we leave it blank
yep, so the strategy is to find z, the z-score
the z-score can be converted into a probability using a z-score table or similar
so I have to answer the remaining first and find mean?
that probability you get is how likely it would be that our sample is biased
like just X / o (sqrt)n?
so 0.05 is pretty unlikely
no, you're not finding the mean at all
you're trying to find a probability, a probability of how confident you are
wait mean is the significance level I have to find in a z table?
no, the significance level is a probability
it's 1 minus the probability of confidence
.
So.. 1 - 0.05?
yeah, so 95% confidence
that our selection of people fairly represents the entire population
wait 95% to a whole number is 0.95
mhm, 0.95 probability of confidence
so we can just trust the sample mean we get with 95% confidence
we can trust the mean with say 50 people is the same as with 8 billion people, or that we wouldn't be able to spot the difference
,calc (49 - 50)/(5/sqrt(36))
Result:
-1.2
okay so that's -1.2 standard deviations away from the mean
The following error occured while calculating:
Error: Unexpected type of argument in function multiplyScalar (expected: number or Unit or bigint or string or boolean or BigNumber or Complex or Fraction, actual: function, index: 1)
So weird
WAIT MAYBE I SHOULD BE SPECIFC
I'm looking for the null hyp. and alternative hyp.
how did they get 50?
x-bar = sample mean = 49
mu0 = hypothesised mean = 50
sigma = standard deviation = 5
n = number of observations = 36
well they didn't get it
they chose 50
they're testing if 50 is the real mean of the entire population
Ohh
Is there any advice you could give me when finding those hyp.?
your textbook and YT videos
you really just have to write down the procedure for normal distribution hypothesis testing, which is:
- identify the variables in the z-score formula I gave you
- sub those in to find the z-score
- use a table to find the probability
- great, probability < 0.05 means alternative hypothesis (reject the null), and probability >= 0.05 means null hypothesis
and in fact hypothesis testing is like this in general
you just use a different table, so there's a t-table for example
the formula is basically the same, at this level
Okay thank you
actually you can just compare 1.2 < 1.96, so that means you accept the null hypothesis
the higher the z-score number (including negatives), the more extreme / unlikely the result is
the closer to 0, the more normal or expected the result is
some teachers don't like you doing it this way but it works fine
1.96 is the z-score that gives 0.95 probability
no worries!
(some teachers want you to find the probability that your result comes from biased observations, so that you can do 1 - that and find the confidence probability you have)
(the method I gave is just, is this result wacky enough to reject the null or not, so it only tells you yes or no)
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p
ah, ln a - ln b = ln(a/b)
oh
,tex .log rules
damn
Bonk
nw!
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Hello
May someone teach me how to find the center of rotation in transformation mathematically?
@rotund rock Has your question been resolved?
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quick question if i constructed an linear order of partial order using the toplogical sorting over P(D) = { phai, {1},{2},{1,2} } by and then i wanna prove the <= satsify the totality so how ? the question is below
Let (D,⊑) be a partial order, for some finite domain D. Construct a total order ≤ on D such that
⊑ ⊆ ≤. Prove that ≤ fulfills all required properties.
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trial and error
!status
What step are you on?
1. I don't know where to begin.
2. I have begun but got stuck midway.
3. I got an answer but I was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
try different values of a and b
possible values for 11b = 11, 22, 33, 44
@rose scroll Has your question been resolved?
ohhh
sorry for long reply omg i forgot i sent it here
wait
thank you
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pls someone help me solve this
Please don't occupy multiple help channels.
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I need hellp on some general knowledge on vektors. Ive already done 1-10
i just have to say if they are correct or incorrect
i dont understand 11- 15
they arent vektors so do i jsut "create" them? and then deem if they are correct or incorrect?
also im unsure about this, i answered that 3)vektor AB= vektor B was incorrect since the direktion of the vektors differ. Is this correct?
@strange dirge Has your question been resolved?
@strange dirge Has your question been resolved?
Hello, yes you can just create them given the points I and H
- is incorrect
because of what you said
alrighty ty
so the 11th statement would look like this
and be correct
right?
oki ty
i have one mroe question
in this task i have to do vektor a + vektor b and vektor a- vektor b
im not sure i understand how
let me try n do it rq
on pc
i dont understand how to do this
am i allowed to move the vektors around?
As long as length and direction is preserved, yes
how can i solve the middle on tho since im not allowed to change a direction
im a bit confused sorry
vector a - vector b, the one you need to calculate, is the vector that if you add to vector b the result should be vector a
I dont know this makes sense to you
So vector b + (the answer) should be vector a
I personally think this is easy way to do vector substraction
ohh right i think it makes sense
so this would be drawn correct?
and to show how to draw vektor a + vektor b
i would have to do this
and like not draw vektor b down there
beside that I think all good
ty C: can i ask a last question
im a bit confused bout the bottoms ones too
would it be correct just to add them like this
oh but that would just elongate vektor a then?
for bottom left, yes!
ooooh
vektors finally make sense XD
wait but then if i wanna add this one
is that even possible?
cuz im guessing
if im gonna - in this i do it like this
I'd say for addition(a+b), you add one after another
For substraction, put their tail(opposite of arrow) together
if then you can do same method you used above
So if you want to calculate a+b, moving like this won't be that meaningful
oh so is it even possible to add vektor b in this one?
since the arrows are going towards one another
they just lies together
it's no problem to put together in line
ooh alr so it doesnt matter if they like "collide" in a a straight line
nice
Also, just a small tip:
-b is just flipped(rotated 180) b, so a-b is a+(-b),
therefore a-b is same as a + flipped(rotated 180) b
if you're unsure of your work, compare with this idea too
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dis regard thus please
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So basically long story short i was doing it and delta math reset all my work and i forgot what i did so i need help
Is that all of the question?
Yes but do you know anything special about their angles?
Nope
Ok so angles opposite to each other are equal
To prove its a rectangle tho dont you need to prove all sides are right angles though?
yes this alone should let you prove all sides are 90 degrees
What alone?
the fact that angles opposite to each other are equal
<A=~<D
if you know these are equal
you also need to know how much the angles in a quadrilateral adds up to actually
I dont get it tho how does that prove its 90 degrees
Ok what do the sides of any 4 sided shape add up to
360?
Yes correct i shouldve specified interior angles
ok you can label the angles on the triangle <A and <D as x
because they are the same
So your saying if its a quadralateral its 4 sides and if you can prove the 4 sodes are the same it must be 90 degrees?
well yes but i dont think you can prove that in this case
the 4 sides being the same thing
since you know these two angles are the same what angle is also the same as the angle A
C
Yes so what is the same as D?
B
so you know all these angles add to 360
and they are all the same thing
Then you can use substitution for the angles next to eachother?
what do you mean by substitution?
So if a=b and a=c then b=c
So i have to write that all angles are equal to all angles?
can you show me the options
well I would assume stating perpendicularity of sides means stating there is a 90 degree angle between the sides
the uhh ⟂ one
I thought you can only say they are perpindicular if you know its a 90 degree angle
well yeah you do know its perpendicular
Not until you know its 90 degrees which is what i need to state correct?
hmm but i dont see a way to state that it is 90 degrees so I kinda assume you are supposed to say that it is perpendicular
It says angle x right angle
Huh
Idk dude i thought you would know
oh maybe the option you chose was wrong
are there any other ones
@ionic fossil Has your question been resolved?
I finished it for some reason it would take 4 congruent angles as a reason its a rectangle
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I need hel pwith matrix
Do you have any particular question about matrices?
yeah yeah wait let me pull it up
so what would be the exact scenario for this to happen
solve for x such that c=0
does it fall under solving AX=B? or a completely diff equation
What are you solving for x ?
it says here to complete the given given ? where x is voided out idk if that means I should find a number where the matrix determinat will equate to 0
Can you send the original problem, I’m having trouble understanding what you mean
nvm that lets just move on to the one I am confuse the most
this will come up in our incoming exam
I am just confuse how I'll use pivotal method to reduce
You need to pivot this until you get only one coefficient in a lined column
but in pivoting I have to locate the 1?
how on earth would it exactly look like
I am planning to R4 - R1 = R1
Your determinant needs to look like this
2 0 -1 1 would be the new r1?
so what comes out of that will be the 3x3?
see the smaller matrix on the bottom right side ?
ye']
wait so thats it?
I just made sure that there are 0s everywhere in the first line/column.
That allows me to turn a 4x4 determinant into a 3x3
I'm curious about your first question,
can you send it ?
like the original problem ?
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can someone check my logic here? I want to negate the following statement: for all but finitely many n, a_n > 0 (i.e. there exists an N s.t. for n >= N, a_n > 0)
my negation is as follows: there are finitely many n such that a_n > 0, or equivalently for all but finitely many n, a_n <= 0 (i.e. there exists an N s.t. for n >= N, a_n <= 0)
"there are finitely many n such that a_n > 0" can't be the negation
consider a_n = (-1)^n
"for all but finitely many n, a_n > 0" and "there are finitely many n such that a_n > 0" are both false
a statement and its negation can't both be false
what would the negation be then?
well i think it should be "for infinitely many n, a_n <= 0"
is there a way to rationalize that
like how for all and there exists are like negations of ecah other
is there an analagous thing for "for all but finitely many"
"for all but finitely many n, a_n > 0" seems to be equivalent to "for finitely many n, a_n <= 0"
uh
typo
fixed it
a cardinality is either finite or infinite
there is no other option
so yeah, i guess
gotcha
do you know what this person meant by this then?
idk, if it's a comment with no upvotes i wouldn't put too much faith in it
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✅
wait sorry @dire gazelle , would the negation make sense if we tag on the assumption that a_n is Cauchy?
oh idk the definition of cauchy
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I'm getting the hang of completing the square! But I'm stuck on getting 1.75 to equal 4, especially since the answer can't have the equal sign in it. What should I do to solve these kinds of problems?
hello
well you were supposed to factor out the 4
Oh wait, I keep the 4?
Oh yeah, I'll add the 4 again (I divided both sides by four).
right but then youd have g(x) /4
you can only ignore it when the other side is zero
$g(x) = 4\left(x^2 - 4x + \frac{7}{4}\right)$
knief
now
we need the constant term to be a 4
to complete the square
so what do you need to add to 7/4 to get to 4
We need to add 9/4 to get 16/4.
We should express it as -9/4 + 9/4.
exactly
$g(x) = 4\left(x^2 - 4x + \frac{7}{4} + \frac{9}{4} - \frac{9}{4}\right)$
knief
now what
So that means that we can group the 7/4 and the 9/4 together.
That creates 16/4, so we can factor it.
That means that the answer is 4(x^2-2x)^2-9/4, right?
Wait...
nope
Sorry, I meant 4(x-2)^2-9/4.
still wrong
let’s do it one step at a time
$4\left((x-2)^2 - \frac{9}{4}\right)$
knief
where was your mistake?
Oh, that it's all in parenthesis.
But that means that we need to multiply everything by four to fit the answer.
So we get 4(x-2)^2 - 36/4.
mhm what’s 36/4
also $\cancel{4} \cdot \frac{9}{\cancel{4}}$
knief
yep
So that means that the answer is 4(x-2)^2-9!
yes
I finally got it!
nice
Sorry it took a while to learn. This was surprisingly confusing to learn.
no worries
And I got it right.
Think I'm ready for vertex form now. Thank you so much for helping me over the course of two days.
Yep, it's vertex form.
a(x - h)^2 + k, the vertex of the parabola is (h,k)
what’s the vertex of the parabola you’ve just solved?
you’re welcome
The vertex is (2,-9).
Wow, now that I'm past the nightmare of learning to complete the square again, I now have a new tool under my belt.
Thank you so much! I'll close this.
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Hey I am on a problem now and I dont think its possible. I am using R studio btw. Anyone have any input?
Generate a random sample of 1000 values from the Normal distribution with the mean and variance equal to 1 and store it as the variable "sample_data2".
Using 'fitdistr' function in the MASS package. Fit the random sample data to the Exponential distribution. What are the estimated parameter values?
I know I can go exponential to normal, but I cant go normal to exponential because exponential has to be non negative right?
My code:
# Generate random sample from Normal distribution
set.seed(42) # Setting a seed for reproducibility
sample_data2 = rnorm(1000, mean = 1, sd = 1) # Variance = 1 implies SD = sqrt(1) = 1
fit_exponential = fitdistr(sample_data2, densfun = "exponential")
cat("Exponential Distribution Fit:\n")
print(fit_exponential$estimate)```
The error:
Error in fitdistr(sample_data2, densfun = "exponential") :
Exponential values must be >= 0
2.
stop("Exponential values must be >= 0")
1.
fitdistr(sample_data2, densfun = "exponential")
@stable jacinth Has your question been resolved?
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@stable jacinth Has your question been resolved?
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heeelp pls
its intersecting lines
what
?
you just did the problem that use the same concept
wdym
INTERSECTING LINES
hei can somebody help me with a basic math concept , its easy but idk why am I confused , May be i am applying programming stuff to it
stfu and get ur own help channel
targetvn u dumb bastard
i joined this server to get fucking help
not for someone to tell me that the lines are intersecting
no fucking shit they are
give me the fuckin answer or atleast help me out
dickhead
shag ur dad black bitch
i was about to send this but it seems like you dont need my help
???
ok
WTF OS TJAT HELPING ME WITH
I CAN CLEARLY FUCKING TELL THE LINES ARE INTERSECTING
for intersecting lines, opposite angles are equal
does that satisfy you?
no
ok
me fucking ur mum in ur bed satisfies me
are you mad or wot , brother vertically opposite angles , so they will be same , x+2x+16 = 172 => x = 78
then get the fck out of there , mfcker
<@&268886789983436800> we got a troll
hei btw can u help me with something?
!occupied
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3x = 156
um my bad it will be 52
can you help me with a basic math concept , Idk why am I confused with a simple thing
!!!
i am not repeating again
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There is some secrate message behide this sequenz of codes, does someone know how to solve this mess?
there are columns with only 1's
what's the context for this? Is it some kind of contest?
Yeah, so my teacher gave us some kind of challenge and this is one of the tasks.
can you give more context?
what class, topic, etc
its about computerscience but it has also to do with math, I already tried converting the nummbers in text, but it didn't work
If it's from a class presumably it uses some coding scheme that you might have studied in class, or atleast one out of some family.
So one would need the context to see what to try...
thats the point, we didnt study those problems
it just should be hard to solve, but the person who solves this gets like an reward or something and a better grade at the next test
I dont know what u mean
name of the class...
anyway I'm not sure it's appropriate to get someone else to solve this for you to get a better grade...
it's like solving an exam question for you.
<@&268886789983436800> cheating?
My teacher thinks, that no one can solve this and just made it like a joke btw.
so its just like a funproblem to do but it isn't some sirious thing
I'm just in highschool in an non english country, so we dont have names for classes
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Q is 55
B is 90
F is 80
,rccw
Ok professor corrected, turns out it was hers the right one
But i cant make this equal to 162
Found it
Yeah i can be this stupid
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please help me solve it but i cannot figure out the logic
do you know 12 digit same with how much money ?
ahh nvm wrong idea
Product of 6 consecutive numbers is divisible by 10
yes, but it is also divisible by 15
Sure. But what does it divisible by 10 mean to you
well it has 2 and 5 as its factors
Whats the last digit of a number divisible by 10
So you have b = 0
that was great thinking
Now 15 isnt that usefull. Notice that the number is divisible by 9.
yes so now
Wait a , b , c , d are consecutive numbers means they are in {0 , 1 , 2 , 3} now?
If it were consecutive digits idk if you could argue that it could be {9 , 0 , 1 , 2} or something similar
@acoustic meteor Has your question been resolved?
yes i also worked that out but still the arrangement matters
Ye
like a+c+d=0 (mod 9)
More like 2a + 2c + 4b + 4d = 0 (mod 9)
okay but how do we know which are which
You know b = 0
Now you have 2a + 2c + 4d = 0 (mod 9)
You can plug d = 1 , 2 ,3. See if there us any that has a sol.
okay
Because a and c have the same coefficient you can put the rest in any order
Like you only need to see 3 cases
(a , c , d) in {
(1 , 2 , 3)
(1 , 3 , 2)
(2 , 3 , 1)
}
yes
How exactly?
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help
These points form a four sided polygon thingy i forgot its name but anyways
Im supposed to find the area of it
Now i drew it by myself on paper
But heres an accurate desmos depiction
Now
My first thought was that this is a triangle in disguise ok
So
Height = 6
Breadth = 13
1/2(6)(13) = 39
Okay now I tried to find the area of the triangle thats like
Origin, A, D
thats not the triangle
wym
the width is not 13
i think
its 12.5
whats the red line supposed to be
ok wait how do i proceed from there then
thats continuing the side of the triangle
ohh
keep going where you were going
Wait wait i see
its just that the width is not 13
