#help-38
1 messages · Page 42 of 1
The slope between two points is basically the difference of their y coordinates divided by the difference between their x coordinates
Like if suppose (x1,y1) and (x2,y2) are two points
A line joining these 2 points wud b having a slope
Which is equal to
(y2-y1)/(x2-x1)
Is that -3+-1/r+5
Ok so is ut -4/5r
Yeah that’s what I had
Jst equate this to the given slope
U'd b getting the ans
-10+2r=-20
-2r/2r=-10/2
Instead, u can simply shift the terms
Like 20-10=2r
I din understand wht u did here
Well like, -2r/-2r=-10/-2=5
It shud b jst 2 in the denominator on the lhs
-2r/-2=-10/-2
Bro instead, there's a simple thing u can do
Like what
Oh
I see
Well they I did it was how I was taught but that definitely was easier
How would you solve for this question y/4+1/12=y/3-1/6
What is it on the RHS ?
Firstly
Try to get rid of the denominators to make it easy
Or otherwise u can always shift the terms
Wud u mind if i explain it on a call ?
I don’t think that can work I people around me atm
Um okay np
well the common denominator for all of them is 12 right?
So yeah
Jst multiply the whole eqn with the greatest common denominator to get rid of the fractions
Yess
Ok, so I got 3y+1=36y-12
U messed up with the RHS bro
See
12(y/3-1/6) = 4y - 2
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so im not sure if i did this correctly, but i think the points are coplanar because i got 9 for the volume
huh
is that supposed to help me with the problem?
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for what is this formula A=b-cd
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do you know how to normalise a vector
normalising a vector means making it a length of 1
so what do you is get the length/magnitude of a given vector and each entry by that
can you do that for me and what do you get
so do you just use elementary operations on each column?
if you have a vector (2,0,0) with a magnitude of 2 just divide 2 on each entry so (2/2,0/2,0/2)
ok but is my goal to make (1,1,1) ?
your goal is to normalise v1
so for the first column I would just divide each entry by -1?
is -1 the magnitude of v1?
no sorry sqrt 3
so what is e1
so I would get (1/sqrt3, -1/sqrt3, 1/sqrt 3)
yes
e1 is a normalised vector now, you can check by getting its magnitude
which is sqrt 3 its magnitude
,w magnitude (1/srt(3), -1/sqrt(3), 1/sqrt(3))
this is e1
so is it 1 or the 3 arguments ?
e1 is a vector
sure
how can I find the proj v1 (v2)?
with a magnitude of 1
to find projv1 v2 should I do (v1*v2)/magnitude of v1 mult by v1 ?
like so if it make sense
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i keep getting 18.24 for a
my working out
<@&286206848099549185>
anyonw
here
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i have no idea what im doing wrong; ive redone this problem like 20 different times and every single time it's wrong 😭 if you need any clarification with my work lmk
just found an issue in my last step i forgot to square 2sqrt(3) but the answer i got is still wrong
..figured it out, the question needed decimal form
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How do I simplify this?
<@&286206848099549185>
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Please show the original problem, exactly as it was stated to you. A picture or screenshot is best.
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Could you show the question?
Show your work, and if possible, explain where you are stuck.
there's no h in sqrt(x^2 - 1)...
There is with the difference quotient should I show you?
yes please show the original question
well the answer is just sqrt(2x - 1) surely
Can you show your full work?
How did you get this?
but then there's no difference quotient
If the difference quotient has an h, where is your h?
Naww
Oh you plugged in h = 0, that's why it was weird
Bro probably tryna find the derivative
Then multiply by the conjugate and then the final steps is this

I am lol but I have to find it using the different quotient, can’t use chain rule
The definition of derivative is the difference quotient plus the limit part
thus why asked "show the original question", there's no way that $\lim_{h \to 0} \sqrt{2x - 1}$ is the original question
Bungo
Is it the derivative of √(2x-1)?
And the next step?
Yes but I get that ugly square root at the bottom and don’t understand how to add square roots
Multiple by the conjugate
Ok ok
It helps if you show all your work
Where is the h
I left it out because I’m trying to find the top portion first, the f(x+h) - f(x)
It’s back here
Yes but that was my problem idk how to simplify the denominator
I can’t just add the roots right?
Well you have $\frac{2}{\sqrt{2x-1} + \sqrt{2x-1}}$
dldh06
Sorta, can you simpilfy something like $\sqrt{x} + \sqrt{x}$?
dldh06
Idk I have no idea what to do when it comes to square roots
$1\sqrt{x} + 1\sqrt{x}$
dldh06
dldh06
Ohhhh okay. Why is the reason we take the number out?
You don't
I never took a number out
Anything times 1 is just itself
Same logic with x, that's the same as 1x
But notice how we can do something like $u = \sqrt{x}$ and just say $\sqrt{x} + \sqrt{x} = 1\sqrt{x} + 1\sqrt{x} = 1u + 1u$
dldh06
2u?
dldh06
So plug that back in
You can apply that same logic to your problem because you have $\sqrt{2x-1}$ in the denominator
dldh06
So you can do $u = \sqrt{2x-1}$
dldh06
Anytime I find a problem like this, is this always true?
Yes
Yes because anything times 1 is just itself
So if you have (1145616511x + 126655321), you can say 1 * (1145616511x + 126655321)
Thank you!
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$$ \text{ if } \lvert x - 1 \rvert < \delta \text{ Then } $$
$$ \lvert x^{2}- 1 \rvert < \frac{1}{2} \text{ f(x) = }x^2 \text{ find delta so that epsilon = 1/2} $$
How to solve this?
Nerdy_Coder
yes it does
why?
The left side is undefined for some things
so for some values of episilon abs(f(x) - L) < Epsilon isn’t true
Left side of what and what things
When you solve for x
and you get something like this
sqrt(limit - episilon) < x < sqrt(limit + episilon)
Some values of epsilon make the left side undefined
therefore this can’t be a proof for epsilon > 0
Where is there a limit on epsilon in this link
You mean L?
yea
You should read the whole link. They address the sqrt(25 -eps/3) being undefined for eps>75
So that wasn’t proof fir epsilon > 0?
they replaced eps2 with eps in the delta definition since eps is arbitrary
if eps>72, then use 72 for eps in the proof
Specifically in the definition of delta
How does that help 73?
73 is undefined though
Or rather 76
Man how is student expected to infer all this?
Same as any other math, do a lot of problems
The numbers in your problem should be a lot simpler, but the ideas are the same
I spent hours on stuff like this and I still didn’t understand
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im struggling sm rn pls someone help!!
Show your work, and if possible, explain where you are stuck.
i just got to the general term and made the variable equal 0 but its giving me a decimal
and r cant be a decimal
im so confused
lets see it then
how do i put x^2 into the equation tho
cause i cant put multiply it into the brackets cause exponents are first right?
you can add it with the other x'es on the 4th line
and just leave it alone until then
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Yustiban
@pearl scarab Has your question been resolved?
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I got 2 wrong does anyone know what 2 I got wrong
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reviewing my math notes and this doesn’t make sense to me! could you please help me figure it out 🙏🏻
@dull badge Has your question been resolved?
yes bur what’s the logic behind like!! writting it out that way?
Which part?
Also react to this so the bot doesn't close the channel
like when finding the x intercept why was x + 3y = 0 written out as y + 3 (0) = 0
For one, you miswrote it
I did!! How so?
It was x + 3y = 0 -> x + 3 (0) = 0
And
This message
Not y + 3 (0) = 0
No
Ok I think I understand better
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To find the points u graph w/, u substitute in the 0 because that’s what it equals?
and for the x you substitute it into the y, and to find the y u substitute into the x?
What exactly do you mean?
like to find the coordinates to graph the x + 3y =0
i substitute the x w 0 to find the y coordinate and the y w 0 to find the x coordinate
??
Do you know why 0 was substituted?
Nope
oh can u explain it to me 😭
Do you know what the x and y intercepts are?
um they both end up being 0 at the end right?
No
what do they end up being then?
I'm just asking for the general definition of x and y intercepts
OH
um
no I don’t know the definition
wait
they’re when the line crosses the x and y line right?
Wdym x and y line?
Those are called axes (singular is axis)
Yes so the x intercept is when it crosses the x axis, and y intercept is when it crosses the y axis
For it to be an x intercept, what is the one special feature it has?
More specifically, the special feature lies within the coordinates
For it to be an x intercept, which coordinate is special and why?
You said the x intercepts crosses the x axis
OH
so if I’m trying to find the x/y intercepts of a line to graph an equation… the x will always have a 0 in the y coordinate and the y will always have a 0 in the x coordinate— which is why they’re substituted w 0 to find the other coordinate?
Yes
So that's why with x + 3y = 0, to find the x intercept, because the y coord is always 0, you plug in 0 for y
And you get x + 3(0) = 0
So x = 0
Yes
and then I do the same for the y right? (0) + 3y = 0 —> 3y = 0 —> y = 0
Yes
and then the x coordinate wld be 0 so it’d be (0,0) again and both the (0,0)’s together wld be an ordered pair?
Yes
thank you!! <3
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Is there a way to show that this polynomial is always different to 0?
for any value of a, you have 56
it never passes through (0,0)
or simply if you recognise this polynomial P(x) as graph, then y intercept is 56
I don’t know if that’s you are looking for
I think he means to proof that the polynomial never equals to 0 ( have no real roots )
Not a proof really, just to justify that this polynomial is never 0
@manic jackal Has your question been resolved?
You can find the relative minimum and show that it's on the same side as the positive y axis
Assuming a>0
That would require to find the derivative which would result in a polynomial of grade 5
And checking where it is equal to 0 is a bit difficult too
If I find that minimum, can I inmediately say f(a) > minf(a), for all a∈Dom(f)?
you have to show that it's an absolute minimum rather than a local minimum
Does it factor
Yes thanks for the correction
i havent done it but it should, because i see you can factor out an 'a' and it looks solvable to me
factor out an a from the derivative, that is
how to solve a fourth grade polynomial aaa
just plotting this function on desmos, it looks like it has messy roots so i think you have to use a calculator
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Is this method right or wrong?
I was thinking 1/2 of 3u instead of 3/5.
why multiply by 5 tho
Like I assume the swimming pool is 5 units
ok, and?
you will get that the children's pool is 3 units and the wading pool is 3/2,
but you are not asked to give the size of the wading pool in these units of yours.
so like 3/10(wading) pool of the swimming pool
yes
that's right.
literally you could just remove that multiplication by 5 step entirely and your answer and process would have been correct
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Here, V is in R^nxn and orthonornal, and z is in R^n
matrix vector multiplication
@simple jackal Has your question been resolved?
How is the answer for b) 6,300,000?
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Hmm it should’ve been converted to scientific notation if anything
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matrix help
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@mortal magnet Has your question been resolved?
kk
Since this isn't an integer type question, we can first apply few elimination method, okay?
Tho we might solve it too later
(just to get self satisfaction)
Okay
Aight so, can you right down the domain of x in each terms?
Works
Idk
Domain, do you know abt it?
Yaa
Greater than 0
Greater than 2
Same ?
3 to infinity
Wrong
Oh
It is nowhere mention that x is integer
Ohh
A and b ?
Yuup
What about if you multiply it with 2?
(To remove that rootx from term)
ooh
The only difference between c and d is that, it doesn't contain integer 3 (if we only look at integers)
So if we are able to prove smth for x=3 then we can make our final decision
but then i would need to multiply all with 2
Yeah
Or maybe, try to send the -3 and stuff term to RHS
And then try checking x=3
Yes
No worries
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Show that the identity is true for all n in N
!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
From what I tried with different values it’s not true
I have begun but got stuck
Because I tried with n and k = 1 and it’s true
But for all other values it’s not
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So I was solving apsolute of 2x-2= x + 1 and I got x1=3 and x2= - 3 but when I check it obv ain't - 3. Can anyone tell me why?
I believe you solved it wrong.
You most likely forgot to distribute the negative sign
|2x-2|=x+1 comes into two equations
2x-2=x+1 and 2x-2=-x-1
so try those equations and tell me what you get
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help regarding metrics
Im looking at the metric $$d(x,y)=min{p(x,y), 1}$$
with $p(x,y) = |x-y|$.
for the triangle inequality there should be 4 cases if im not mistaken or not?
triangle equality being: $$d(x,z) <= d(x,y) + d(y,z)$$
$$ 1. p(x,z), p(x,y) and p(y,z) < 1$$
$$ 2. p(x,z) >= 1 and p(x,y) and p(y,z) < 0 $$
$$ 3. p(x,z) >= 1 and p(x,y) or p(y,z) >= 1 $$
$$ 4. p(x,z), p(x,y) and p(y,z) >= 1 $$
Eichhorst
@quartz yoke its any metric room
since you asked earlier, I saw online people only assume for d(x,z) meing 1 or p(x,y) and then looking at the minimal case for the opposite site but this 4 case thing should workout as well
@limpid sinew Has your question been resolved?
<@&286206848099549185>
@limpid sinew Has your question been resolved?
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please someone explain the last point
ik if a,b,c =....a_n are in AP then, reciprocal of this equation (this last one a1a2+a2a3...) simplifies to n-1/a_1*a_n
but i dont know about this one
Bhai a1, a2, a3.. HP mai hai
@mystic veldt proof
are ha idhar HP mei hai mai dure ques ki bat kar rha tha
😂😂
Han wo dekha baadme
Proof kon yaad kre 😂😂
Par aata hai mujhe
1/a1 qur 1/a2 AP mai hai
Commondifference aise krte krte sabka same
(1/a1) - (1/a2) = d
Aisa hi sabka kr

straight lines pe hu, abhi toh rev kar rha
Sahi hai, hame hi bihot slow padha rhe
Gaseous khatam hone aya 🙆

physics me mere yaha, circular pe hai😥
kya hoga hamara
L
Chal channel band krde warna bolne aa jayege
😂😂😂, fr
rules na tutuna chahiye inka
Wahi
Aur spammers aiwe hi ghumte rehte unko kn
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abey chal na mere ko bata rha

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Hello I need help with figuring out how to do this question with the power rule method:
i get how to do it with the quotient rule but cant figure out how to get the same answer with the power rule
split the fraction and do the division
$\frac{30x^8}{5x^2}-\frac{6x^2}{5x^2}+\frac{x}{5x^2}$
AℤØ
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x = csc (n) and y = csc (n) + cot (n) and if n = 2 get the tangent line
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. how do you graoh the ampolitude for y = 1/3 sinx
Where did the infinity go
did you find the antiderivative?
14/((p-1)ln^(p-1)x)
do you know $\lim_{x \to \y} \frac{1}{\log^a(x)}$ for $a > 0$?
riemann
no
Not really sure how ln/logs and infinity work. I thought ln(infinity) = infinity since it just seems to get bigger
Looks like it would be infinity
that's not what this is
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What am I doing wrong for 7?
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Linear algebra
Deduct a formula that allows you to calculate the area of the parallelogram that has as adjacent sides the vectors u and v in R3.
mmm
I know the formula
its ||u x v||
But I didn't deduct anything
<@&286206848099549185>
did u make some draws??
I know that u x v is a vector that is orthogonal both to u and v
but I don't know how to graph it
I did this sum to make a parallelogram
something like this I guess
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Not exactly sure what im doing wrong with this one
Im unsure of what this is asking? I think its asking what the slope is and the lowest slope goes first?
So D, E, C, A,B?
Yeah that looks right
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confused with a 😭
if i wanna show d divides s
then i gotta say s = q * d + r, where r = 0 no?
Why don't we go with the hint first?
We can identify a few nice algebraic properties of S
I'm not sure how to prove this part haha
naww i dont get it
Np. So S is:
Closed under integer multiplication,
Closed under addition
That is, if you take some integer k, and some member s, such that s is in S:
Then ks is also in S.
Can you prove that?
i dont think so
logically it makes sense but
idk how i would prove it
@grave spruce Has your question been resolved?
the trick is that when you use the division theorem to write s = qd + r
you have 0 <= r < d
but d is the smallest positive integer in S
so if r is in S, r is 0 and d | s
s is in S, show that qd is
now, can you see why r is in S
?
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how they getting 6t/1?
Someone else is already using this help channel. If you need help with a question, please open your own help channel/thread (see #❓how-to-get-help for instructions).
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suppose you have such a relation, and take a pair (x, y) such that xRy
xRy means yRx since it's symmetric, but then x = y since it's also antisymmetric
so each element can only be in relation with itself, which is needed since it's reflexive
so yes, it's the only possibility
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I’m in excel trying to find the least squares regression line given 7 points and the trendline ability isn’t working
do the residuals follow a pattern themselves? iirc you cannot use least square regression and a linear trendline if the residuals follow a trend
Uh…
I’m not sure
I can send the points
I think I’m doing this wrong
I’m supposed to have A = E *concentration +y-int
And I have 7 absorbances and concentrations
I just
Need to find a way to get the slope of these 7 points
Idk I’ll figure it out
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I have a pretty simple trig problem, on a 2D unit square with the bottom left at (0,0) and top right at (1,1) lives a vector labeled C with direction defined by X and Y which would be evaluated with your standard sine and cosine. Y can't be negative, meaning in this case a rotation can only be within 180 degrees. How do I find the raycasted position from any X position of C? C is to be defined at position (v, 0) where v is in [0, 1]
I got pretty close with secant and cosecant, but I just could not find myself in getting the sides to merge as I was doing the top side, left side and right sides seperately and I was sure there was a better way, so here I am
@wanton pike Has your question been resolved?
didnt want to have to do it but <@&286206848099549185>
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3nπ/4 might not be in principal value range ie (-π,π]
you should write 2kπ + 3nπ/4 = π/4 and check from the options which n gives you integer k
sorry i still dont get it?
i get this part,
but where did the 2k come from? and what is k?
yep
if you add any integral multiple of 2π to an angle you get the same value for sin and cos
wait im still explaining
oh ok
so cos pi/4 is same as cos(2pi + pi/4)
or cos( 6pi + pi/4)
or cos (-4pi + pi/4)
you get this part right?
any integer * 2π
yea
is this what u mean?
so the answer is n = 3
since it goes 1 full cycle
and ends at pi/4
yes
just remember n and k are to be different
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inverse functions and min and max of linear regression
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Its <@&268886789983436800>
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Does anyone know how to solve this problem?
"Find all Natural numbers n less than 100, such that n^122 - 96*(n^81) ends in the digits 77."
@floral maple Has your question been resolved?
<@&286206848099549185>
Is this a gdc question
In a mixture of soda and alcohol, there is 84% alcohol. After replacing the mixture with 15 liters of pure alcohol, the percentage of soda in the mixture becomes 14%. the quantity of mixture is.
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help
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
1
Look at it
If it's being "sheltered" by the square root, it's inside
So in this case it's gonna be inside the square root
$c = \sqrt{x - y}$
Umbraleviathan
What's the inverse of the square root
Okay so you need to get these inverses down then
Raising something to the second power (squaring, ^2) is the inverse of a square root
So square both sides
okay
Then solve for y
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Suppose $q \in \mathcal{P}(\mathbb{R})$. Prove that there exists a polynomial $p \in \mathcal{P}(\mathbb{R})$ such that
$$
q(x)=\left(x^2-3 x\right) p^{\prime \prime}(x)+(2 x-3) p^{\prime}(x)+p(0) .
$$
sadkid
!status
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1
@fading kraken Has your question been resolved?
<@&286206848099549185>
<@&286206848099549185>
what does P(R) mean for this problem
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@fading kraken Has your question been resolved?
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if $a \propto b$ then $b \propto a$
so trying to prove the above statement which describes the symmetry of proportionality
unsure on how to proceed. I tried examining something with the contrapositive but I can't see it
Unpack!
okay so we have a = kb
And you want b = (something)a
Why not?
idk why I was under the assumption of the constant needing to be an integer lol
It can be any non zero real
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List the elements of set {6a + 10b: a, b ∈ Z}:
@wraith hinge Has your question been resolved?
no
@wraith hinge Has your question been resolved?
do u have other redaction about this problem, is not clear for me
It's a question in foundations of mathematics
List the elements
I would usually write a and b as a=n and b=-2n and write the set like that
However what if a is 0 and b is 1
I'm unclear myself
ping me in 10 mins pls
@wraith hinge Has your question been resolved?
a and b could be an infinitely long list of integers
the set "{6a + 10b : a, b ∈ Z}" contains an infinite amount of possible values because a and b could be any integer
so it's not possible to list all elements in the set unless you provide more information
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@wraith hinge Has your question been resolved?
are you allowed to use a calculator
then you can solve it like that
divide by x
take x terms to one side
divide by 4/3
reciprocate
take to the power of 3/4
i think
but u get the point
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@wraith hinge Has your question been resolved?
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for number 21, can 6(2-2y) equal 5(2y-2) ????
solve each equation
it’s like ya
i think
solving equations with the variable on each side
Yes it can
Have you tried solving for y
i think y= 1
Yes
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why can it be said that lim x-> 0+ of xlnx = 0* infinity
you're not talking about ln(0), you're talking about what happens to ln(x) as x approaches 0 from the right side
try graphing it on desmos
xlnx, not just lnx
it approaches 0?
wait no
sorry
it is -infinity
0 * -infinity
x is 0 as x approaches 0^+
and lnx is -infinity as x approaches 0^+
limits dont care about what happens at ln(0), you're just talking about what happens as you approach 0 from the right side
i see thats why im confused
because text book says 0* infinity
but when i did the limit i got -infinity
that was just their way of explaining indeterminate form maybe? because you need to convert it to the form: infinity/infinity to solve it using l'hop
as l'hop only works on quotients
wdym?
for xlnx?
and i was from its the opposite lim x-> inf f(x)=g(x) = 0
wait
when i simplify it L'hopitals doesnt work
still indeterminant
im completely lost on this limit now lol
Show your work, and if possible, explain where you are stuck.
you need to get it into the form inf/inf
$\lim_{x \to 0^{+}} \frac{\ln{x}}{\frac1x}$
saad
then just l'hop
yeah
ahh
i made a mistake and did a different converseion
that led to
x/1/lnx
from 0/0
.close
ty
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