#help-36
1 messages · Page 23 of 1
Yea
Is there some correlation between the long equation at the end and h of x?
The long one seems to be h(x) +2
There seems to be
That would mean (h^-1(2)) = x
Yes
@tardy goblet Has your question been resolved?
If you factor the long equation then maybe you get a quartic equation or something but idk if that's helpful
<@&286206848099549185> anyone know how i could do this?
@tardy goblet I don't think you screenshot the whole problem. but shouldn't you just find the inverse function of that h(x) given, and find the values for these points? it seems unrelated to previous context
That's the entire question 10, no extra stuff. We're stuck at trying to find the inverse, can't seem to do it
Bruh moment
There's gotta be some trick to this question, no way this is so difficult
why not just do it that way?
oh yeah my b
there
you are right, I messed up
I guess?
basically I'm starting to doubt the whole maneuver I did here, BUT
Ohh
something like this?
now question if this is hard to solve
yeah seems to have a reasonable solution
yeaah there has to be a trick somewhere here this is too sus
xD
wait I almost had it but it flew away
For the long equation?
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im stuck how do i find theta?
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topic: permutation and combination
@tiny forge Has your question been resolved?
<@&286206848099549185> am getting 96
idk what's answer
@tiny forge Has your question been resolved?
Is it mentioned that in a dictionary ( as per ncert language)?
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I don't quite get this question so if someone could help that would be awesome. Would f, g ∈ M in this case? And the bounds be from -1 to 1? Am I then correct in thinking this reduces to the integral of f(x)g(x) from -1 to 1 and f and g only being orthogonal if f(x)g(x) = x^k with k odd since when then get an odd function?
Or should I be looking at two maps being orthogonal and am I headed completely in the wrong direction lol
remember gram schmidt
you have the linearly independent set ${1, x, x^2, x^3, x^4}$ and an inner product $\langle f, g\rangle = \int_{-1}^1 f(x) g(x) dx$
Denascite
from there apply gram schmidt. you won't just get the odd monomials, that would be too easy
Right I didn't quite get the question tbh
We have the inner product like you gave yes
But then what's with the set M?
My English fails me at times
do you know gram schmidt
Doesn't ring a bell sadly no
does googling it ring a bell?
Oh yes it seems familiar indeed
So what I really have is how I define the inner product here, which is the integral right?
read #❓how-to-get-help and get your own channel
And I want to obtain the orthogonal set of M?
an orthogonal set which spans the same subspace of M, but yes
Awesome could you also help me out with the calculation perhaps
no sorry don't have the time for that
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Yo
@barren olive Has your question been resolved?
@barren olive Has your question been resolved?
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.reopen
I'm having some weird errors in maple. It worked perfectly fine, before pressing "Execute the entire worksheet".
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Why does the geometric series not converge for x equals one
1+1+1+1+1+1+1+....=?
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Had quick linear algebra theory question
If let’s my prof said this is true
Since the denominator value is lambda and the coefficient bfr the identity matrix is 1 therefore it’s just K=Lambda
If we were to say 2 * identity matrix - 1/4 * A would the lambda value be 2*4=8=lambda?
Assuming that the determinant of A is 0, not invertible.
@distant wraith Has your question been resolved?
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pls help
@tranquil pine Has your question been resolved?
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help
only ping helpers after 15min
Don't abuse the helper ping, you used that 3 times in 25 mins. Ping only once, which you did, and wait patiently for help
no
Why no? What's the rush?
its due in 10 minute
And that's not really our problem that you waited last minute to do your hw
no i been stuck for a rlly long time
Then wait patiently for help and don't abuse the helper ping
<@&286206848099549185>
Really, stop abusing the ping
can you help me
No
.
@shut ether pls only ping helpers once
LMAO
yes
Bro j got pentuple teamed
they are rude
You are rude
no i need help
then don't be a dick about asking for help
<@&286206848099549185>
.
nahhh
figure it out bro
Then don't abuse the helper ping
Seriously, don't abuse the helper ping
Not in the mood to help you since you used the ping 7 times in 30 min
<@&286206848099549185>
<@&268886789983436800> hey can one of u guys ban this dude
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<@&268886789983436800>
ty
oh dub
this looks so painful
yeh sorry my handwriting sucks
😢
but like the answer they got is diff
its this
r both of these answers ==?
I think your just missing the 01
-1
oh
you keep the x on denom
yeah I think its the same 
Clarkie
but you got the right answer 
@fathom stream Has your question been resolved?
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i love to boki
i love to boki
which is no where near what the picture is showing
Square root does not break over -
When you take the square root, you actually have:
$±\sqrt{(x^2 b^2)/a^2 - b^2}$
Kaynex
We can factor b² from that, which can come outside of the sqrt if we drop its square
$±b\sqrt{x^2/a^2 - 1}$
Kaynex
And we can do the same with 1/a²
Might be clearer how, if I write it like this:
$±b\sqrt{x^2/a^2 - a²/a²}$
Kaynex
Kaynex
@polar wing Has your question been resolved?
ahhh thxxx!
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how can I know if the function is decreasing or increasing ?
Please don't occupy multiple help channels.
whats the definition of increasing function
@onyx basin Has your question been resolved?
you take the derivative and then plug in a random number, mostly 0 and see if the result is positive if it is then it is increasing if not it is decreasing
no need for that, just plug in a few numbers
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what about this ?
Please don't occupy multiple help channels.
@onyx basin Has your question been resolved?
@onyx basin Has your question been resolved?
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https://media.discordapp.net/attachments/326138737606262786/1050307223206768701/image.png
Please find the domain of the expression
4y^2-9x^2 not = 0 does not work
neither does saying first term equal to second term
X>4/3
If you Take the root on both Sides IT would be 2y = 3x
nope
Also it seems you can simplify the numerator
This is the original question right?
you can
yes
i dont need the simplified equation
i need the domain for the big fraction
no simplifying
have you already tried y not 1.5x
yes
have you tried y and x not 0
yes
can you tell me what answers have worked
none
wait but isnt y not -1.5x a solution
for the simplified one
oh
wait
shit
im fucking stupid
im a fucking retard
.close
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One message removed from a suspended account.
Algebras
You could plug them into symbolab and see if it gives you a more direct answer
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isolating for a variable?
Solving algebraic equations would be my definition
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Well if you have any questions feel free to ask and I can explain how to solve it
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lemme solve it in easy steps
these equations are called linear equation in one variable
you have to isolate the variable
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yes
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cross multiply
and then isolate
it
if we put y=1/-5 the Left hand side equation becomes equal to Right hand side of equation
so in all the equations you have to find the value of variable so that the left hand equation will be equal to right hand equation
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thats means
math is cool
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ok
just
beleive in your sslef
self
you can do it
its a time
to learn
not blame
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and my teacher said that once "losers always give excuses"
dont be a losers
go ahead
solve next one
?
did you
try?
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@supple storm Has your question been resolved?
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find the sum of all natural solutions of the inequality 3x - 2-x/3 ≤ 10
so is the solution:
oh wait I wll write, acc pressed enter
yeah u can, I will write the solution and I dont know if its good one. 1sec
3x - 2-x/3 ≤ 10 | * 3
9x - 6 - 3x ≤ 30
6x ≤ 36 |: 6
x ≤ 6
this is the answer good?
mistake in second step
if are multiplying with 3 then x/3 multiplied by 3 will give x not 3x
9x - 6 - x ≤ 30
8x ≤ 36 |: 8
x ≤ 4,5
because 36 / 8 = 9/2
x belongs to (-infinity,4]
aa
ohh
so x ≤ 4
srry
np, so x ≤ 4,5
but now i need to find a sum. I know the answer is 6, but how to get it
if I do 1 + 2 + 3 + 4 = 10
but in answer lap, answer is 6
if I do 1 + 2 + 3 = 6, haha I think things doesnt work like that
10 - 4 = 6?? XD
3x - 2-x/3 ≤ 10
3*4 -2 -4/3<=10
12-2-4/3<=10
10-4/3<=10
26/3<=10
its 7.1
<=10
i dont think
4 have to involve
so 1+2+3 =6
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How can I check my work for SAS and SSS triangles? To make sure I got the correct answers?
you can
check
it by
finding the area
of both traingles
because
two triangles are congruent then they have same area
What if I am only solving for one triangle @iron needle ?
Like here, solving for one triangle that is either sss or sas
well you cant say one traingle to be sss and sas
its comparison between two traingles
I don't think I understand
If you're asking to solve a triangle. What are the two triangles being compared?
well there is only one trianfle, so you wouldnt use SSS or SAS
since similarity needs to be between two triangles
have you heard of the sine rule and cosine rule?
Yes
Sorry I should've been more clear. After using law of sin and cosine to solve for the missing the angles and sides, how can I double check my answers to make sure they are correct?
i guess you could use the rule you didnt use at first to see if the answer matches
@fallen reef Has your question been resolved?
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Hey! I understood from the internet that the number in the () are called vectors, right?
4y in the first one and 2 in the second one correspond to X
-2x and 1 correspond to Y
I would first like to ask if I understood that correctly 🙂
yeah
Then, how do I calculate everything together to fix X euler 1? I don't know which mathematical operations are allowed in this case
Thank you!
v(x_0) is basically v(2, 1)
so you have v(x_0) = (4, -4)
uh I'm not sure what the ! is doing there but I assume h = 1/2
Yes I think so
so multiplying a vector by a number is multiplying each entry by that number
and adding two vectors means adding the entries
$\begin{pmatrix} a \ b \end{pmatrix} + \begin{pmatrix} c \ d \end{pmatrix} = \begin{pmatrix} a + c \ b + d \end{pmatrix}$
uh bot down
from there you can do the rest I guess because I'm not sure what the Euler means in the exponent
Thank you very much!
I will try to redo it myself following your instructions to see if I got it
Appreciate it!
Here, did you maybe mean x_0 = v(2, 1)?
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Im confused with this problem
I thibk i have to write it as
Whoops wrong image lmao
Pretty sure i write this as
0<5x+3<58*?
i was able to write this as 0<2x-6<108 and then solve it by adding 7 to both sides
Is it the same formula for the top one too?
the value of x is 39
in this ques x=39
2x-6=180-108
2x-6=72
2x=78
What's your fascination with giving away answers
@foggy ether Has your question been resolved?
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.reopen
✅
Wait but whats the top one
The reason im confused with it is cuz idk what to do with the two values
Which one?
@foggy ether yep it would take 2 pages
I dont think ive learned trigonometry yet
@foggy ether the one you marked a line?
Yeah we had to draw a median
How do we prove its congurence tho?
I would give you a hint 🙃
I like to know the steps
Aren't there two triangles?
Yeah technically
So if there are two triangles at each other there's a common side
Would that ve the middle?
The middle line?
But may i ask, how does the middle line factor into the equation?
Any other info given?
Um without proving congruent you can't use hinge theorem
Btw it's easily being prove no worries
One is common side other is both 90° and
The side is equal that you have marked
So by sas it's congruent
Now use the hinge theorem
Wait do we have ti find the range of x?
By separation of two triangles@foggy ether
It will be easier for you
@zenith lintel ya
X<7
Hmm ok
Its 53 angle bro and other one is 58
In here angle will be in inequality
So does x
@zenith lintel see the question properly the sides marked with a line are equal
AB and DC are equal
But not the angles
@zenith lintel so by Side angle side it's congruent so the sides are equal
Ita 53 and 58
@zenith lintel the angles is not req. 🗣️
Why
See the perpendicular, common side, and the equal side is making the two triangles congruent so by congruency the base of the first and second triangle are equal
And finally solve it
Finished
. @zenith lintel
Ok
@foggy ether Has your question been resolved?
sorry was busy in class
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Given a gradient, how do you find the direction of steepest ascent
i don't get what it means when they say that the direction of the gradient is the direction of steepest ascent like how do you find the direction
can u send question
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what's cnf
In Boolean logic, a formula is in conjunctive normal form (CNF) or clausal normal form if it is a conjunction of one or more clauses, where a clause is a disjunction of literals; otherwise put, it is a product of sums or an AND of ORs. As a canonical normal form, it is useful in automated theorem proving and circuit theory.
All conjunctions of l...
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(Proof its not a test, but test prep)
f(x)=x^7+2x^6-23x^5-24x^4+144x^3; zeros include x=3 with multiplicity 2.
Just full struggle, really need a guide through this
The zeros included i read as “x=3^2” where the exponent represents a quadratic on the graph
(w/o a calc!) is written as a note from the teacher, she wants us to do it by hand
I factored the equation and got
X^3 ( x^4+2x^3-23x^2-24x+144 )
That means x^3=y y=0
So
X: 3^2 , 0^3
And i need to find 5 more x’s
Does x=3, mult 2 mean 0=x^2 -3?
Thats what i thought so i used that to factor the factored form of the original question
x = 3, mult 2 means (x - 3) is a factor twice
Or (x - 3)², which you can expand and do long division
Yes
,rotate
It should be + 144, but yes
Shoot your right
Ok so factoring the factor gave me x^2+8x+16
I wish there was a root sign emoji
-b +- (squareroot) b^2 -4(a)(c)
——————————-
2(a)
Now right?
Quadratic formula
I got 3 as the answer for that
(Imma use [] for square root just for convenience)
- -6 +- [36 -4(1)(9)
———
2(1)
+6 +- [36-36
———
2
6 +- [0
———
2
3
When im listing my x’s i use that number on the list the amount of times that it has as an exponent?
So i need 7 x’s cause 7 is the highest exponent.
The question gave me x=3 with multiplicity 2
So is that
X: 3, 3, -, -, -, -, -
And x^3 = 0 so
X: 3, 3, 0, 0, 0, -, -, -
And my answer was quadratic answer was another 3?
But if use 4*4=16 and 4+4=8 then (x+4)(x+4) or -4^2
<@&286206848099549185>
@tranquil pine Has your question been resolved?
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wait why are you redoing what the problem gave you
the problem already told you it has solutions at x = 3
from that you derived that x^2 - 6x + 9 must be a factor of the polynomial literally because it is the polynomial with two solutions at x = 3
why are you recalculating, and using the quadratic formula if you already know its solutions 💀
thats good
no you got the right factorization, just (x+4)(x+4)
for everything on the left side, if the x you find is a solution, if you plug it in it has to make something 0. For example if x = -4 is a solution, then if you plug in -4 into your polynomial you're supposed to get 0. In this case, you know that actually -4 IS a solution because the (x+4)(x+4) part gives 0 if you plug in -4 since (-4+4) is literally just 0. and then the rest of the polynomial doesnt matter because 0 times anything is 0.
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can someone show me how they solved x pls
Does anyone know how to define this derivative
too disgusting equation to do with latex, they probably just put this in a calculator or something tho
note that you could simplify stuff a lot along the way but i just didnt feel like bringing out a calculator all the time so i just treated all the numbers as variables till the very end
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how can i show that this series diverges?
$$
\sum^n_{k=1} \frac{(-1)^n}{\sqrt{n-k}\sqrt{k}}
$$
by showing it doesn't converge
Levens
i think one of the criteria for series is that the sequence of it should converge to 0
could that be helpful or is there another way?
Or how is this true for $$c_n := \frac{(-1)^k}{\sqrt{(k+1)(n-k+1}}?$$ Based off $\sqrt{ab} \leq \frac{1}{2}(a+b)$ btw... but i dont understand how that middle part is true
Levens
#1021175428326633542 Prove with an epsilon - delta*proof that f(x)=x^2 +x is continuous at xo
would you be able to show me the simplified version with the calculator
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literally just google solve for x calculator and the first results should all be able to input that
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this one is just gross and I seem to keep screwing up the derivative.
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I'm trying to prove triangle inequality for integrable complex function, but i'm stuck on where to go from here
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thats just one function.
do you have the original question?
Your proof is complete for this problem. There is no triangle inequality involved anywhere
But my proof has a square. I can't seem to get it into the form in the question
Oh you're right. My bad
Skip the square in the first step
The rest is simpler
Should be like 3 lines
Oh ok, i'll give it a go thanks
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Hi all,
I am wondering whether Popoviciu's inequality on variances ( https://en.m.wikipedia.org/wiki/Popoviciu's_inequality_on_variances ) also holds as a bound for (the magnitude of) the covariance of two random variables. Is this known?
Let’s say random variables x,y can take outcomes both in [a,b]. Then, per the above inequality, can one show that
-1/4 * (b-a)^2 <= cov(x,y) <= 1/4 * (b-a)^2
? 🙂 I am not familiar with the literature (and this is not so much my field of expertise, sorry), so any references to bounds on this would be great! Thanks all!
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Thanks a lot 😊 Equation (9) exactly is what I have been curious about! This answers „Yes“ to my original questions.
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Why is the square root of a number always positive?
the domain of square root is nonnegative numbers
the square root is defined to be positive
Is there any other way to prove it?
you don't prove definitions
squares of numbers are nonnegative
Ok and
the guy inventing complex numbers be like

Wait ur a guy
Indeed, Nonna is a nickname lol
Wdym so
So i was hoping for Donna to explain
donna
@supple jolt what is your updated question now that you've been told by Zef and me some properties of square root function
donna da eplonna
define +
Then
define 3
define =
I cant just accept it
Give me some other proof
that's a you problem
well for every mathematician out there, the square root of a positive number x, is the unique positive number y such that y² = x
And theres no proof
there is nothing to prove
We just accepted it
its the definition man
?
definitions don't require proving
except maybe existence and uniqueness ?
there was this one book that tried to write all of msthematics from like 5 axioms or something
if you wanna read that ur choice
understand this
they got to adittipn on page 200 tho its unreasonable and stupid
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For some reason I struggled a lot with this too
It's just a definition, when you take the square root of a number, you find the positive number that multiplied by itself gives the original number
You can always make up a function that gives you the negative number that multiplied by itself gives the original number, or something that gives both the positive and negative numbers, but that won't be the square root, it would be something you made and you defined
Lol I type so slow
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Did you try including the endpoints of those intervals? (e.g. Like $(-\infty, -1], [1, \infty)$)
(also bear in mind this note)
Yeah I've tried different notations with the note
chartbit
T'was a guess 😉 does their definition of increasing have to be strict?
I also took a look at my notes and tried applying this lol
No problem! 
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from:
sin^2x + cos^2x = 1
How to proof that :
sin^2x = 1/2(1-cos2u)
so i can just memorize sin^2x + cos^2x = 1 and from it get the other identities
You know cos2x=1-2sin²x?
yes ik but is there is a way to get all those from
sin^2x + cos^2x = 1
?
instead of memorizing them all
or is it just not possible ?
I guess it's not possible
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how can well seperated be phrased in more formal math jargon
without using math notations
is there a specific noun for that in other word?
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Hello
I am a 7th grader (obviously above 13), and I am doing Algebra 1. I was practicing for Mathcounts, and I was doing the mock tests.
But I had a few questions.
First off, how would we solve this?
Next question, how would we solve this?
Second-to-last last question, how would we solve this?
And finally, my last question is, how would we solve this?
Sorry, if it is too much 🤣
Have you done any work in any of those?
I have no idea where to start, that's the thing 😦
For the first one make an equation
For all of them actually lol
Haha very trye
Think like people who own only dogs plus people who own only cats equals what
Yeah
Hmm maybe its not people who only own cats and only own dogs
There was no explanation, so I decided to ask
The number of people who own dogs is, in general, 4 times the number of people who own cats
It does not say the number of people who own just dogs is 4 times the number of people who own just cats
Let's say x people surveyed own a cat
yes
How many people own a dog?
4x
And 15 people own both
ok
How many people own just dogs, if 4x own dogs and 15 of those also own cats?
4x-15
And how many own just cats
x-15
Oh wait
So
Now we know just dogs
just cats
and both
so we can add them
Yes
Can you help me, I am first year Bsc Mathematics student. On 22 there is exhibition in our college, can anybody suggest a working model in mathematics which can be showed as exhibit
What's the opposite of flipping at least 3 heads?
flipping at least 3 tails?
In terms of heads
Actually, ignore me
If you're flipping at least 3 heads, that means you're either flipping 3 or 4, right?
yes
What's the odds of flipping exactly 3 heads?
1/8?
Not quite
That's the odds of a specific combination of 3 heads, like HHHT
But there's also HHTH, or HTHH, etc
Oh, ok
How many of these combinations are there?
Yes
ok
It's not 1/8
Ik its 1/2
It's not 1/2 either
I knew it seemed too large
HTHH
It is 1/16?
Yes
Yep
Yep
Can you post the problem again so I don't need to scroll up
Let's name a variable. Let's say Gracie poured out x gallons
ok
So how many gallons of 50% juice were left?
1-1/2x
Howd you get that?
Ok, so 2-x were left
Thinking about it in terms of juice is definitely better, actually
So there was this much juice left
yes
How much juice was added to that?
65% of 2 gallons so 1.3 gallons
Yes, but what about in terms of x?
1+1/2x?
Yes
ok
1 + x/2 gallons of juice were in there
yes
Yep
Ok
So she poured out 3/5 gallon
Ok got it
75% done with all qeustions
Last question
I will post it again
so you dont have to scroll
3r
And thus, what's the volume of the cylinder?
pi 3r^3
6r
*6R. Variables are case sensitive
Now, what's the volume of the cone?
I dont know how to find the volume of a cone
Ill write it down somewhere can u tell me
wait
isnt it cylinder except 1/3
Yes
oh then it is pi 2r^3
2πR³

