#help-39
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active mental mutilation liker
what if f were continuous
where
everywhere
analysis
this was a question prof asked us at office hours
just some thinking is what he wanted out of us
hmm
but now im a bit stumped
are you sure he wrote this
and not f(x)
yeah
exactly this?
of course it is also possible that nothing can be concluded from this
because if he wrote exactly this
but all i need is an explanation
then by definition
f'(x_0) exists
because the usage of this already immediately implies that f is differentiable at x_0
and the definition of derivative there is
$f'(c) = \lim_{x \to c}\frac{f(x) - f(c)}{x - c}$
active mental mutilation liker
maybe ask him to clarify if he meant lim (x to x_0) f(x) instead
because that's more interesting
ok ill see about it tomorrow
otherwise yes it is defined
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can anyone help me with this?
some of the possible answers are obviously false, which ones?
only the first one is I believe is true
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This is my approach to answering the question is this how most people would do it?
I believe so
ok thx just needed assurance
The approach doesn't really matter as long as it's correct
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how would i find 'a' here ? the first bit (asymptotes) was easy but the only thing i could think of for this part didn't work 
check ur multiplication

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How Kan I do This ?
open your own channel, don't usurp someone else's
i always make the dumbest mistakes while doing the right steps 
tysm tho ksjdksjd
๐
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Second image is solution.
<@&286206848099549185>
Was wondering if someone could help with this problem. I'm unsure where/how to apply the last two conditions
This channel is occupied
work is incomplete
use trig identities to simplify this when x = x + L
similarly for the derivative $u'_x$
riemann
That is the solution I am suppose to arrive at though
oh
do you know that this is a linear combination in terms sines and cosines
then use this in your solution
Example 1 explains a very similar problem decently well
https://tutorial.math.lamar.edu/classes/de/solvingheatequation.aspx
In this section we go through the complete separation of variables process, including solving the two ordinary differential equations the process generates. We will do this by solving the heat equation with three different sets of boundary conditions. Included is an example solving the heat equation on a bar of length L but instead on a thin c...
okay I am looking at it, thank you
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what did i do wrong
the question is finding the value of a and b
but clearly -1 and 3 don't make sense
how did you get a = -1?
pretty sure itโs from the solutions
are you sure the a and b on the rhs are the same as a and b on the lhs?
Oh
boki moment
pfff
,w factor x^4-6x^3+7x^2+6x+1

same
or -3
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what is the answer? is it 344.73 acres? I plugged in 15 for t
that should be it
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am i right with D?
yes D=80 * cos(60)+30 * tan(45)=80 * (1/2) + 30 * 1=70
i agree
THANK YOU SM BOTH!!!
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not sure if this is the place to ask, but is there a website where i can guage my skills on certain topics (limits) and adapts to what you know?
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For pivoting on a tableau of the simplex method, why do we pivot on the row that minimizes b/a and not maximize b/a? Shouldn't it be maximize because then your objective value will be maximized when you zero out the negative term in c?
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@vast sluice
@spark skiff Has your question been resolved?
@spark skiff Has your question been resolved?
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Iโm getting confused with rate of change word problems, Iโm stuck on how to line my numbers in the fractions
Everytime I order it wrong, it ends up making my answer different
Anyone have a way to remember which way to set it up
@viscid mural Has your question been resolved?
<@&286206848099549185>
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consider four charges placed at the corners of a square with sides of 1.2 m, as shown in the right. What is the magnitude of the electric force on q4 resulting from the electric force from the remaining three charges?
!status
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6. None of the above
@inner zenith Has your question been resolved?
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idk how to minus
a whole
from a fraction
cuz im like rlly dumb
can u pls tell me the answers?
oh okay
Multiply the big number by the denominator and add it to the numerator
ik but
Then make them all have a common denominator
like
73828/278282 to 1/2
im in the washroom rn
and my hw
is in the lviing room
i think im sick

That's a ridiculous situation. You won't encounter that type of fraction in school
Guess the factors
wdym
ohhh ye
yeahh
yeahh
ik
whats for k then
ohhh
so 15?
OH
so 30
3x4x5?
60
ohhh
wait im still on the toilet
my mom
walked in on me
and said to not throw my clothes on the ground
oh whats for 2
oh
thats all?
okk
damn so how
do u teduce
868/84
Divide by 4
Yeah
oh how
ohh
what abt 87
i mean
84
wait oops
i mean
217/21
i simplifeid rhat
ohh
okayy
thanksss
i js did k
how do we do 3
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Fourth time the charm
I need help with how to set this problem up
I know itโs y1-y2 but I end up mixing it up anyway
i dunno if this is helpful but i'll try to give you a more intuitive example: say you were traveling in your car and at one point in time you notice you pass mile marker 400 then some time later you pass mile marker 420, how many miles did you travel and how did you go about calculating that?
@viscid mural ?
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hi, can i have help on the b i dont understand it
Have you solved a?
if yes you can find the equation of that line using the slope point form (slope of a vt graph is the acceleration) and then substitute t=55 to get the speed
or if you know equations of kinematics you can use them directly
i have solved the a one
thanks so much
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Absolutely Convergent Series in Normed Vector Space is Convergent iff Space is Banach
I'm trying to understand this proof but i dont get how this sequance "uk" become absolutely convergent without knowing the limit exist in the space or not .we only know absolute sum of "uk" is bounded.
Here
Its just an upper bound for sum of |uk|'s
It doesnt mean limit exist in the space
which line EXACTLY
do you know the definition of absolutely convergent?
Doesn't limit being exist necessary?
that has nothing to do with my question
click the link to check the definition
https://proofwiki.org/wiki/Definition:Absolutely_Convergent_Series
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are these right?
โ
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tips on these two?
for 6, I'm not sure if FED is similar to ABC or if FE is parallel to BC
Show us your diagram
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<@&286206848099549185>
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hello I need help with an exponential function.
ask your question
I'm supposed to figure out how long it's going to take for 85 000 to get to 500 000 with a 20% yearly increase. So I put it like 500 000=85 000 x 1.20^t. Which is correct, but I dont know how to put it into geogebra
to figure out when it's reached 500 000
you're using geogebra to graph it? why not desmos?
we're using geogebra on the test
and, regardless, this can be calculated by calculator using logarithms
okay
you want to plug it in and see its intersection with y=500000
since at that intersection, it's reached a magnitude of 500k
I think so
ta da
oh okay thanks, I put it in the wrong way
it was my pleasure
I just put the whole thing in as one
you can put
I mean that works too
find the x intercept of 85000(t^1.2)-500000
stealing my words ):
it's just more intuitive to find where it meets y=500000 rather than doing it more efficiently
oh wait damn didn't even see it was you who posted that lol
thought it was Hjalmar
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!status
What step are you on?
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2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
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6. None of the above
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I keep getting fractions for the solution when the book is giving solution: [0,-1,1] + t[9,-10,-7]
The book uses gauss elimination and from what I understand would use a non-leading variable as the free var. So why are they giving x as the free variable?
@midnight haven Has your question been resolved?
@midnight haven Has your question been resolved?
it isn't obvious to me that x is the "free variable" in their working since you have only provided the parameterized answer
just fix one of the variables and solve for the other two so you have a point on the line of intersection.
Then take the cross product of the normal vectors of both planes to get a vector which is parallel to the line of intersection. Then you can write the actual equation of the line using the fixed point and the parallel vector
@midnight haven
I gotta go but I think you can totally do this. Follow along with the example first if you need to
,w rref ((3,2,1, -1), (2,-1,4,5))
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$x = \frac{x^2}{x} \text{ but } f(x)=x \neq g(x)=\frac{x^2}{x}$
tobi.
is this correct?
yes
or is x^2/x only equal to x if x =! 0
this too
is this the reason why its not the same
yes, f(x)=g(x) if x!=0
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Help
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can someone give me a small hint on how to solve this for equality?
so far i was able to get (x,y) = (1,2) but im not sure if that is the only pair of numbers which makes this equation true
(hint for the second part of the problem)
I just need a link or something I could look into to be able to solve it
hint: AM GM
oh
ok ty
I made the equation to:
y/2 + 2/y + x + 1/x = 4
and to get y/2 + 2/y = x + 1/x
y has to be 2*x
rihgt?
apply AM GM to each of the terms in brackets individually and multiply
ok
dont know you got to this,
but if you individually apply the condition for equality in each of the two cases i mentioned,
you get xy = 2 ; y = 2x which you can solve
oh ok ty
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i got the lcm and idk how to do hcf
pl
turns out i was wrong
and idk how to do either
c i got as 103 680
and d i got as 15120
@tidal terrace Has your question been resolved?
no
@tidal terrace Has your question been resolved?
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Hello i have a probably problem
Theo and Andreas toss a coin. Outcomes are 1 or 0. They toss it until getting 001 or 100. First case scenario Andreas wins, otherwise Theo wins. Do they both have the same chance of winning ?
How can i rigorously prove Theo has more chances of winning ?
@strong furnace Has your question been resolved?
<@&286206848099549185>
fwiw I simulated this, theo def has advantage
But how you rigorously write it i have no idea
Yeah. Still trying to figure that out..
Definitely makes sense but yeah
Damn thatโs a massive difference
If theo wins with 110 instead of 100, then its 50/50
Because the patterns are identical
simulations confirm this
also i thought it's hard to prove
The longer the string, the more advantage theo gets
but it's not
1000000 vs 000001 is a huge advantage for theo
?
if the first two flips are 00 andreas will definitely win
Also makes sense yeah
otherwise theo will definitely win
Donโt get it ๐
why it's true or what you get from it being true?
Okay so, let's consider just the first two flips like frog said
andres can only win if the first two flips are 00
Any other outcome means theo will win
because they both need 00 to win
So ask yourself: what is the probability of 00?
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Im starting to work with Taylor polynomials again, is it a problem if my R is negative?
where R is the Rest term / Lagrange form
@stuck arch Has your question been resolved?
no
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Is this odd or even?
is what odd or even
!15m
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The graph, and sorry
Itโs asking if red and blue are even or odd
do u know what odd and even mean
If itโs symmetrical about the y axis itโs even, if itโs odd itโs symmetrical about origin?
Wdym?
like is the blue one symmetric about the y axis
or not
can u like flip it around the y axis, and end up with the same thing
Yes?
The red one isnโt symmetrical..
@sullen leaf do you know the valรบes
so its odd, if u can rotate it 180 degrees around the origin and end up with the same thing
can u do that with red
more precisely, a function f is even if f(x) = f(-x), and it is odd, if f(-x) = -f(x)
^
so u can also check for whether this happens
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Hi, I need help with this one. I really appreciate any kind of help
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hint: minimizing |a+tb| is equivalent to minimizing |a+tb|^2. Can you express the latter using a dot product?
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How to simplify, tan70 + cot20 - 2tan70
Could you perhaps explain it more in detail?
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!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'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
ACB and FCE are similar too
Nevermind i thought they were
My bad
Any ideas?
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โ
I figured that ar(ABD)=ar(ADE)=ar(AEC)
After this i don't know what to do
yes and you should apply it more
ok notice
[ADE]=[AEC]
[DFE]=[EFC]
2[EFC]=[AEF]
2[DFC]=[FDA]
you can derive all of these from the bases
then just decompose them into smaller areas and solve the linear eqn
you prob can get the sol
I got the [AHF]=24 ? IS IT CORRECT?
could you show your working?
Ok then you have to wait i have to write more clearly
I was writing in rough
I was doing wrong
Let [ADH]=c+24, [DHE]=a, [AHF]=b, [HFE]=c, [FEC]=d
so we have
c+24+a=b+c+d
=> 24+a=b+d
a=c+d
b+c+24=2(a+c+d)
=>b+24=2a+c+2d
2d=c+b
Combining these we get=>
24+c=b
a+c=12
a+b=3d
=> d=12,
you can maybe go from here
so a+b=36
Ok thanks
just manipulate it and you can prob get something
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In a lottery, the thousand numbers from 000 to 999 are used. We draw a number: 205, and number 205 wins the jackpot. THE
five numbers 025, 052, 250, 502 and 520 win a second prize. Finally, all other numbers having at least two digits in common with
number 205 get a consolation prize. How many numbers will have a consolation prize?
I don't understand how I am supposed to find the numbers without writing all numbers from 0 to 999.
Do numbers with 3 digits in common win the prize too?
Yes
Number 205 is made from digits 0, 2, 5. Let's pick a pair of digits. E.g. 0 and 2. How many numbers can be made from 0, 2 and some other digit?
Hmmmm
Probably all the numbers from 20 to 29 and all the hundreds who have 02 at the end.
+012, 022, 032, 042, 062, 072, 082, 092
002, 012, 022 ... 092
002, 102, 202 ... 902
020, 021, 022 ... 029
020, 120, 220 ... 920
200, 201, 202 ... 209
200, 210, 220 ... 290
This is list of all the numbers
Yeah
it's ambiguous, if 222 has 3 digits in common or 1
I guess that since the 5 numbers 025, 052, 250.... didn't include also 555, 222 etc, 222 wouldnt count as having 3 digits in common
Anyways, are you able to count all the numbers here and exclude duplicates?
I will do it at the end
do you have the answer?
It was a problem online, the answer is like 144
Once you count them, you have to find how many pairs of numbers can you choose from 0, 2 and 5
and then again exclude duplicates
Are you sure at 100%?
Okay I will try it
the question is ambiguous
I got 150 xD
That's close
If I exclude 502, and those 5 numbers, I get 144
@vestal tapir how did you get 126?
So my solution is correct
You're good
I am not. I was too lazy to think so I coded it
yeah i made a mistake
lemme try mathemmatical solution now...
This looks even harder
What I did was go from 000, 001, 002, and check if each of those satisfies condition
thats all
and counted them up
using computer
Nice
Alright, I got the mathematical solution
You did it yourself?
yep, this time I didnt use computer
You're fast af
i don't get how 144 makes sense
3 different digits: 3*7*6 = 126
two and one, like 220: 3*2*3 = 18
no okay that's actually all that counts
126+18=144
Damn thats actually really smart solution
I need to find the duplicates
I dont get it tho
Me too It is supposed to be a logic and math contest
if 3 digits are different you pick which digit is missing (0,2 or 5) then pick which digit replaces it (10 minus 3) and pick the order
This solution is much smarter
if it's 2+1, you pick which digit is missing: 3
which digit is doubled: 2
where in the number is the single: 3
I've got too much
@sharp patio Has your question been resolved?
The duplicates are annoying to find
I think I got it
Oh yeah I read what the others wrote and they did the same
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need a little guidance as to how to go with solving lg(10x^2)*lgx=1
is โlgโ log
log with base of 10
umm
no
log/10/(10x^2)
and log/10/(x)
umm
$\log_{10}(10x^2)\cdot \log_{10}(x) = 1$
yesh
ohh
โamonov
I guess
u can apply
her
here
the
property of logmn = log m+logn
and log m^n = nlogm
are you sure that property can be applied here, as it's log*log, and not logmn
write log10x^2 as log (base 10)10 + 2logx
no
i am talking about
each log function alone
$$\log_{a}b+\log_{a}c=\log_{a}(bc)$$
but:
$$\log_{a}b \cdot \log_{a}c \neq \log_{a}(b+c)$$
Modus
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An exam had this vector space and asked to find the bases and dimensions of W for all $ \alpha \in \mathbb{R} $.
$$ W_\alpha = { (x, y, z) \in \mathbb{R}^3 | 2 \alpha x - 10y = 0, (\alpha - 1)z = 0 } $$
The solutions say that there are only two cases: $ \alpha = 1 $ and $ \alpha \neq 1 $. While solving it I found that $ \alpha = 0 $ is also an interesting case where the x term goes away and so the first coordinate is free. $ W_0 = { x \in \mathbb{R} | (x, 0, 0) } $
Is this not the case?
Hawk
yeah i agree it should be alpha = 0, alpha = 1, rest
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I want to proof that every a monotone increasing sequence is converging, when its bounded above.
So I know I could proof it by contradiction, but can I also do it with the bolzano weistrass theorem?
My Idea is that every monotone increasing sequence is also bounded below, therefore I can apply the bolzano weistrass theorem, that at least 1 convergent partial sequence exists, now that this exists, we see that every partial sequence is also monotone and increasing, therefore every partial sequence is converging against its supremum, and therefore the original sequence converging against its supremum
My Question is, is that explained well enough, in particular is this explanation:
every partial sequence is also monotone and increasing, so therefore every partial sequence is converging against its supremum
good enough
because I don't feel like that this is a proof
more like an assumption even tho its true
i donโt believe this works
You only showed it's bounded from below, you can't use that
by bolzano weiertrass, there is a converging subsequence, but that doesnโt mean every subsequence is convergent, unless i missed something in your explanation
boundedness above was given
RedstonePlayz09
well yeah thatโs clear, theyโre just asking if this can be done through bolzano weiertrass
ok hm
I think you can show it by taking a subsequence that converges, and then taking the sequence that completes it.
and showing that it also converges to the same value.
@elfin stirrup Has your question been resolved?
Yeah I asked if this reasoning would work
I also don't find it as clean as a proof by contradiction
What would your proof by contradiction be?
yup I cant but I'll try to understand
what's n_0 here?
also is this the contradiction proof?
It says a-eps is not an upper boind
Ye
It should be correct because it's just a copy out of my textbook
I was just wondering if I could proof it with Bolzano Weinstrass
I said what my approach would be, you can try to work out the details if you want
Either you can always bound the completing subsequence with the original subsequence, or from a certain point the original subsequence is just the original
in both cases you get your result
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I'm stuck on part b of this question
Hi
hi
Can somebody please help
How did you do this?
i just used the sum of 2 cubes formula and got (z+i^(1/3))(z^2-zi^(2/3)+i^(4/3))
yeah so it became this: (z-i)(z^2+z+1)
wait
it's wrong
is (z-i)(z^2+iz-1) right
alright so z = i, z=(+-sqrt(3)-i)/2
thanks for the help chartbit
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Graph the domain: {h | 0 โค h โค 3} on a coordinate plane
Please don't occupy multiple help channels.
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https://i.imgur.com/aGOVcIe.png
https://i.imgur.com/yROUYz7.png
I think I got the right answer but I'm getting kinda confused about M(y)
My answer is โxโy(A(x) โง (M(y) โ ยฌT(x,y)))
It seems to make sense, because I am saying there exists a part time student(A(x)), and if all Y are math classes, then it implies that this part time student is not taking them. Is this the correct answer? Feels like I'm off but I'm not sure.
M(y) seems like a weird proposition to me
It seems like the only way I can state this is by assuming that the set of all classes are all math classes
Also for this:
https://i.imgur.com/OAEWJ7Z.png
I got โxโy((A(x) โง F(x) โง U(y)) โ T(x,y))
I think this is right because I lay out some conditions: I am saying that in the set of all students, if three conditions are met, then it implies something
I am saying that that in the set of all students, if part-time, freshman, and y is an upper level course, then then it implies that the student must be taking that y upper level course
@tough void Has your question been resolved?
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Hi I'm asked to find a hermite interpolant to x**3 at x0 = -1 and x1 =1. I'm told I don't need to find various coefficients but can instead be lazy
Not sure how to approach this can someone help please
@mortal sparrow Has your question been resolved?
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can someone help explain this to me in two-column proofing format using conv of angle bisecting theorem?
i have this so far but im so confused idk what the two givens have to do with each other
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I think I've made a mistake somewhere, but I can't really pinpoint the place, if someone has any insight I'd be thankful
the question is a differential eq, I don't know the method I used for solving in English โน๏ธ
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.close
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K is an integer greater than or equal to 8. Is my work correct? This is part of a larger induction.
The very first step to get to 3(k^4) is by assumption
Show the whole problem you're solving
So I showed it for n =8. And then I assume it's true for some k>=8. Then my induction step was as pictured.
do you have to do it by induction?
theres only 7 cases
granted its probably a good exercise
Yeah, it's from a chapter all about induction. But I am curious about your way too.
i mean youd just calculate directly
i guess build a table
of 3^n and n^4
for n = 1 2 3 4 5 6 7
But you have to prove it's true for every n greater than or equal to 8. Not less than 8?
You're good XD. Made me question reality for a minute.
Yeah, I just wanna know if the work in my picture is okay. I'm sleepy too, but I got a quiz coming up and I want to know if my steps are fine.
oof im not sure im the one to be proofreading
lemme look
i think you could do it faster
You mean like not show every step?
yea i take it back
i am not the person to be helping with this, im more tired than i thought
sorry 
No worries man!
could you type this or something
no offense but can't read it
does this help
hmm ok
im wondering if you can just like
I'm not offended at all. My typing sucks so you might have to wait a minute if you want me to type it.
what dies the second line mean? 7 3(k power of 4) = k power of 4 ร 3?
sorry I cant write the symbols
what does the 7 mean?
is greater than 3(k^4) = k^4 +k^4 +k^4
yeah
Im sorry what grade is this? I might've done this for nothing as Im very young
Well technically this is from a college course. But the image of my work itself is really just an algebra problem.
My goal was to show that 3^(k+1) > (k+1)^4
So to do that I slowly transformed the starting expression by breaking it down and taking advantage of the fact that k >= 8
yeah
might be able to solve it
give me a minute
i did this last year I must do it
so the 2nd line and the first equation in total mean that
3^k+1 > 3(k^4) = k^4+k^4+k^4
yep
kk
@median fable Has your question been resolved?
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<@&286206848099549185>
@median fable Has your question been resolved?
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hmm
its not worded well but i assume so
yeah thats whats confusing
what does 1960 have to do with anything?
exactly
tf lol
american pennies dont differ their value based on minted year though
do they?
unless its like another design from that much time
i dont think it was meant to be read into this much
assuming the problem wants us to add the newly found pennies
,calc 26120+289
Result:
26409

is 26409 not the answer?
problem solved then (???)
yup
what
youre not supposed to know the answer to a question before you solve it
wtf
yes assuming youre in 2nd or 3rd grade maybe even 1st
you're in a very low grade I see
anyways
problem solved
remember to .close
just .close
you solved it
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hi
@fringe rune Has your question been resolved?
does the question gives you A and B ?
You don't need them
@fringe rune Has your question been resolved?
nope
You can let A(m,0) and B(0,n) to solve
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Hey i have an old exam multiple choice question
Use a new channel
Oh ops mb
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Simplify 6(a - 2) - (2x - 1) = 2
Pls help Iโm dying
!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'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
Nah maths point
are you about to die of disease or is somebody intending to murder you
or were you not serious when you claimed to be "dying"
in any case... i must ask: are you sure you copied the problem correctly?
as-is, that's an equation in two variables.
maybe that was intentional.
i do want to help you, but i also want to know for sure there's no copying errors in the problem
otherwise we're gonna have a bad time
should we understand that you have no idea where to begin?
Pretty much
copying errors on not, a good first step would probably be to expand the parentheses on the LHS.
@crude crown did you do this ^
So basically like
"yes, i did it" "no, i didn't do it" or "i got stuck"
then show us
6a - 12 - 2x + 1 = 2
-12 + 1 is -11, not 11.
Oh I forgot the sign
may be more of an even-number-of-mistakes thing in this case, since you did rewrite -12 + 1 as -11 despite not having said it,
but ok, so now you have 6a - 2x - 11 = 2
did you do anything else after that
6a - 2x is not possible
Not like terms
So
Idk what next
why did u put -11 after 2x
why did u put -11 after 2x
aesthetics.
so it doesnt natter?
of course it doesn't matter.
it's just that i don't like having a constant term placed between two variable terms, generally.
oh
whatever way you wish to shuffle the terms around, now i would add 11 to both sides.
when u say both sides do mean 6a + 11
2x + 11?
no
i mean going from
6a - 2x - 11 = 2
to
6a - 2x - 11 + 11 = 2 + 11
and simplifying by additive cancellation to
6a - 2x = 13
why'd you rip out the right-hand side and replace it with zero...?
cause how did the 11 come to right side
i mean going from
6a - 2x - 11 = 2
to
6a - 2x - 11 + 11 = 2 + 11
i added 11 to both sides.
well now there is nothing we can do, or so it appears.
at this point, we might be done, but i'd like to see the instructions for the problem as they were originally written.
no



why is is i^(2/3) and i^(4/3) that you did?
yea sorry