#help-10
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ahhh smart thank you
ur very welcome ヾ(•ω•`)o
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help
One is added to a three-digit number that is a multiple of 6, and it becomes a multiple of 7, and one more unit is added, and it becomes a multiple of 8. Find the sum of digits.
pls help
100a + 10b + c = 6j
100a + 10b + c + 1 = 7k
100a + 10b + c + 2 = 8l
Maybe... linear algebra 
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How do i prove that $f:\mathbb{R}^2\rightarrow\mathbb{R}$ defined by $$f(x,y)=\frac{x^3}{x^2+y^2}$$ when $(x,y)\neq (0,0)$ and $$f(x,y)=0$$ if $(x,y)=(0,0)$ is differentiable at $(0,0)$?
ALBERTO BALSAM
Just need to show the partial derivatives are continuous
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simple stats question but what is level of significance referring to here
In statistical hypothesis testing, a result has statistical significance when it is very unlikely to have occurred given the null hypothesis. More precisely, a study's defined significance level, denoted by
α
{\displaystyle \alpha }
, is the probability of the study rejecting the null hypothesis, given t...
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@hushed hinge Has your question been resolved?
hb this one bro?
@hushed hinge Has your question been resolved?
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so basically we have to put in distance formula and so did i
im afraid i cannot send you what i havedone cuz im on my pc
im in a hurry so can someone just...?
I mean if we can't see what you've done then we can't say whether it's correct lol
You've just got to check how many distances are equal
i just have a question
its silly but
what is (-root 2 + root 2 )^2
that'll clear my doubts
0 but I'm not sure where that's coming up
well its the distance of PQ
sqrt(2) - (-sqrt(2)) not sqrt(2) - sqrt(2)
under those powers of two it should be sqrt(2) - (-sqrt(2)), you should take the position vectors away from eachother then look at the length of that
Otherwise you get length of PQ = 0 which is nonsense because P and Q are diff points
i dont get it?
okokkok
i got it
THANK YOU!!!
.CLOSE
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given 2 roots and a y intercept how do i know the range of a function
insufficient info
@glass palm Has your question been resolved?
thats what i got on my external
it gave me roots at -2 and like 4 and y intercept at 4
answers were like y greater than or equal to 3.5 and other stuff
did the question mention that the function is quadratic
are you omitting any important info
forgot but i dont think so
when i find the exact question ill ask
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otherwise there are infinitely many functions that have those properties
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@fiery tiger Has your question been resolved?
@fiery tiger Has your question been resolved?
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Why tanx=-1 is undefined
Because the range of arctan is [-pi/2, pi/2] I believe
Could you explain simpler?
That still doesn’t answer my question on why you thought tan x = -1 was undefined
,w tan x = -1
See, not undefined
uh, i think if it is equal to -1
then sin2x is equal to -1
and cos2x is equal to 0
1 + cos2x + sin2x = 0
so it's undefined
Thank you
@timid silo i believe you can close this now
.close
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For b), how do I argue that $${2,3,4,...} \subseteq g(\mathbb{N})$$
Kurama
Hello
@noble kindle Has your question been resolved?
This channel is occupied
Ok sorry
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they said real number but they using rational number ,
is this book printed wrong ? or something wrong with me ?
to prove a statement false, you just need a single example
their example happened to be a rational number
it could've been a natural number too
doesn't matter as long as it's a real number
rational numbers are real numbers, and so are natural numbers
Closed by @mild wagon
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✅
but [x+y] = [x] + [y] is a true statement ,
if x = y = 4
[4 + 4 ] = [8]
[4] + [4] = [8]
getting equal answer then why they said it is false ,,
if you want to show it's true, you need to prove it works for all real numbers
but for disproving a single example is enough
otherwise I could say $a + b = 7$ is true for all real numbers because $a = 3, b = 4$ satisfies the property
Doggo
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If I have an event x it's chance of occurring is y and I do it z times what is the chance of it happening
Yup ik pretty pathetic
<@&286206848099549185>
Hi, so we can use a binomial distribution to help us here
Please feel free to ask any questions btw, there are no pathetic questions
So we can imagine that at every one of the z times you do the action, there is a probability y of X occurring and a probability 1-y of X not occuring
So the probability of there being n successes in z trials is given by
,,P(n)=\binom{z}{n}y^n(1-y)^{z-n}
Social Capital Gainer
So the probability of having any non zero amount of successes will be given by 1 - P(0) where P(0) is the probability of having no successes
Therefore the probability you are looking for is given by
,,1-(1-y)^z
Social Capital Gainer
if you do it 1/y times (e.g. 700 for one on seven hundred chance) this will be generally 63%
there's a limit that you quickly reach
Ok
if it's like in percents
X100
Ah yeah I thought you meant to make it a precent
To make sure I am not getting it wrong if y=0.0656 precent chance
And z=160
What can I expect to get
Cuz rn it does not add up
The number is either waaaay too small or waaay too high
Is your chance given as a percentage?
What number is it
and what is it?
How many percent
The precent is 0.06265
Wait
OH MY GOD
I was taking a decimal as a precent
It is 10 precent not 0.1 precent
Woopsies
Ok, well you do just put the numbers in I think. To put it in perspective, the chance of getting heads from tossing a coin is 0.5. So if you toss a coin 10 times, the chance of gettig heads at least once is 0.999
Yeah it approaches 1 but never reaches it
If it did reach 1 it would mean the event is guaranteed which its not
Yea
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Nope I defnitly meant that
Bye now
No problem
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is that a dot product?
it isn't even addition. xD
I don't think that identity holds for vector dot product
@meager osprey Has your question been resolved?
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I’m really dumb and tired never mind and thank you
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How do I know when two traingles are similar?
Are EBF and CDE similar?
Are EFC and ECD similar?
are EFB and EFC similar?
do you just eyeball it?
I know that if 2 angles are the same, then the triangles are similar
but here, you don't know any angles except some right angles and can still say that some of them are similar
ECF: 180 - (20 + 90) = 70
Don’t think so
we can also see two similar triangles, $\triangle BFE \sim \triangle DCE$
Kepe
How do they see this
What is 20 a side of
AC = 20
Oh the whole line?
Kepe
But how do they see this?
Both are right angle triangles
You can use trigonometry for DCE
It’s got a 90 degree angle
Or it’s got a horizontal line followed up by a vertical line going straight up
@fluid snow Has your question been resolved?
A right angle is a triangle that has an right angle or two sides that are perpendicular
It doesn’t need to have 2 angles that are the same
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I meant for 2 triangles to be similar
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what are you trying to do?
nothing, I was just messing around
but everything I did was correct?
but it turns into 75 - 10x - 5x²= 5x² + 10x - 75
that cant be right
not true for every x
but true for x that make either one zero
which is what you mean when you write $ax^2+bx+c=0$
iCaird
you're finding x that make that true, not saying that the whole thing is zero always
so
$$75 - 10x - 5x²= 5x² + 10x - 75$$
is correct?
Kepe
not for every x
no
if you multiply both sides of 75 - 10x - 5x² = 0 by -1
you will get 5x² + 10x - 75 = 0
you need to understand when an expression is true for all x
and when its true for some x
its true for one or two x here
right so you need to be clear about that when you write equalities like that
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i need help with this pls
do you know what factors of a polynomial are?
nope
you could call them building blocks of your polynomials
it makes it easier to see where the polynomial is zero
for example
$$x^2-1=(x-1)(x+1)$$
Enoo58
those are the 4?
no this only has two
yes
mugiwara
and one of the ways to find them is to find where your polynomial equals zero
would the other 2 be x+5 and x-5
Try finding the roots of your polynomial
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Hi there, Can someone help me with this one? I proved (a), now I am not sure how to prove (b) and (c).
Why does it mean that ToS is also invertible?
that its Ker is = {0}
so 0 is not an eigen value
so you have Ker(SoT)={0} => 0 is not an eigenvalue of ToS
so by negation: 0 is an eigenvalue of ToS => Ker(SoT)=/={0}
Yeah
But why is that?
the mmiddle step
is that SoT inversible means that both S and T are inversible
you can see all of this using the determinant
det(SoT) =det(S)det(T)
What is the determinant of a transformation o.O
its the determinant of its matrix
its independant of the basis in which you express the matrix
so we just call it the determinent of the transformation
@crystal stream Has your question been resolved?
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can you use a calculator or?
it's divisible by 18 I think
Are you sure it isnt 46216?
nahh nvm
Huh...?
I'm too lazy to answer sorryyy
Stop spam
stop it
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how are these two equal?
It's just a common denominator thing
you have sqrt(sin)/sqrt(cos)+sqrt(cos)/sqrt(sin) = sqrt(sin)*sqrt(sin)/sqrt(cos)*sqrt(sin) + sqrt(cos)*sqrt(cos)/sqrt(sin)*sqrt(cos)
Hmm
$$\frac{\sqrt{\sin x}}{\sqrt{\cos x}}+\frac{\sqrt{\cos x}}{\sqrt{\sin x}} = \frac{\sqrt{\sin x}\sqrt{\sin x}}{\sqrt{\cos x}\sqrt{\sin x}} + \frac{\sqrt{\cos x}\sqrt{\cos x}}{\sqrt{\sin x}\sqrt{\cos x}}$$
Blaxapate
There
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Closed due to the original message being deleted
Not staying long?
nah i hate the message comes after i post my message
This is my working out
,rotate
my answer for C & D are correct
but lets say that the x coordinate had to be negative
would i have to use the r formula
to workout a negative answer ?
Aren't we supposed to remember something about point P to solve this?
This is part C of a multi-part problem
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jpjthunder
Nice fraction
$\frac{1}{n-4}-\frac{1}{n+4}$
jpjthunder
Nice fractions
idk how to get the sum right
just know it sums from 5 to infinity
Lol, its ok. There is a channel for testing LaTeX code
im exhanstated lol
Make a telescoping series
@fierce lagoon where the reference for this language
I just want to solve this
Or desmos
Ah yes
That will be $\frac{7}{8}\sum_{n=5}^{\infty}\left(\frac{1}{n-4} - \frac{1}{n+4}\right)$
Umbraleviathan
Let's see
Well
You're gonna have to write a total of 32 terms to see that it's telescoping lol
this is the sequence I found
$\frac{7}{8}(\frac{1}{1}-\frac{1}{9} + \frac{1}{2}-\frac{1}{10})$
jpjthunder
it goes on to infinity
Slowly, things will start cancelling out
im tryting to cancel it out
I thought it was this
(1/1 - 1/9)+ (1/2 - 1/10) + (1/3 + 1/11) ... + (1/9 + 1/17)
The sum will be (1/1 + 1/2 + 1/3 ... 1/8)
$\frac{7}{8}(\frac{1}{n} - \frac{1}{n+8})$
jpjthunder
• 7/8
wait how is it cancelling out to that sequence
Look
You might start noticing that things will eventually cancel out
What will be left is just (1/1 + 1/2 + ... 1/8)
Of course I'm too lazy to write 16 to 32 terms
But if might notice
(1/1 - 1/9)+ (1/2 -1/10)+ (1/3 + 1/11) ... + (1/9 - 1/17) + (1/10 - 1/18) + .... (1/17 - 1/25)
@wicked tundra you notice now?
wait is 1/9 again?
oh
1/11 appears
I couldnt find it cuz I didnt put enough terms
wish I can get a calcualtor to lay out this sequence instead of writting it a bunch of times
Lmao
Yeah so
Whenever you see like
Fractions that subtract
Write out a ton of terms
But also notice patterns
Which you did
It ends up being
will there be 1/inf
1/n + 1/(n+8)
Yeah but that's just 0
you can do partial fraction decomposition to get it directly, as well
I have to write down everything to see this sequencel ike how many trees do I have to kill
so much paper
you actually dont
I could just use demos calculator
that is not a way
there is a way to do it rigorously by hand that is fast but it requires you to get pretty comfortable manipulating sigma sums
ok
you had this after PFD, right?
yea
which formula are you referring to?
wait I see it now
Something like this
(1/n) eventually equals to (1/n+8)
Except expanded since there's a denominator difference of 8
so it cancels out
Yeah
right, but how much of it cancels? the answer to that question give you the limit
$s_n = \frac{1}{n}$
jpjthunder
wait that might be wrong
Well
do you know what an index shift is?
This basically means "the sum is whatever is left"
right
but you need to do algebra to find that
and algebra that includes the characters "..." is not rigorous algebra
_ _
Once you realize this
Can't you just jump to the conclusion
to show it rigorously you must only manipulate the sigma sums
acceptable for a calc 2 class to write it like that? maybe. it depends on the teacher
the idea is that any summation of the form $$\sum_{n = m}^{\infty} \frac{1}{n+a}$$ is secretly just a shifted version of the summation $$\sum_{n=1}^{\infty} \frac{1}{n}$$
JamesH
with some number of terms possibly missing from the beginning
so lets talk about how to actually solve a problem like this
we can do a similar example together, then you can figure out how to use the same strategy for your problem
lets skip the PFD part, which you seem to have figured out
and say we wanted to calculate $$\sum_{n=5}^{\infty} \left(\frac{1}{n+1} - \frac{1}{n+3}\right)$$
JamesH
we can rewrite that a difference of two series,
$$\sum_{n=5}^{\infty} \frac{1}{n+1} - \sum_{n=5}^{\infty}\frac{1}{n+3}$$
JamesH
to calculate this sum, we need to take the limit of the sequence of partial sums. i.e. $$\lim_{N\to\infty} \sum_{n=5}^{N} \frac{1}{n+1} - \sum_{n=5}^{N}\frac{1}{n+3}$$
JamesH
does it not appoarch 0?
no
we are getting there
in order to calculate this limit, we need to cancel out most of the infinitely many terms
I think the reason I struggle with this is because idk how to solve limits as well
there were other ways to solve it but I just try to put in a really big number to see wat it appoarches too
that is a decent way to get some intuition, but is not reliable
also notice that it is $N$ approaching infinity
not $n$
which are different variables here
the thing that is approaching infinity is the length of the finite sums written in the limit
not the actual index variable n
do you see the distinction?
bro
do you want to learn how to solve these or just get to the answer asap
i am willing to teach you how to solve it
but i am not interested in guessing answers
sorry Im having a hard time focusing right now
thats ok
Uh you shouldn't have split up the sums, on their own they do not converge
gotcha
I think the reason why I kept getting it wrong is because the calutor keeps bugging out
I refresh the question turns out hte answer was 761/320
but same concept just with 25 this time
what are you even putting into the calculator?
the numbers should not be that big
which is infinite
but when you are telescoping you are taking only finitely many terms from the beginning
the number you listed there is between 2 and 3
the result comes from adding fractions. it seems that your webassign expected an exact answer, not a decimal
you seem more interested in finding the correct answer than understanding how to do the problem, so good luck
I think I really need to take a break but I cant
I am on a schedule
I was suppose to finish this a few hours ago and I am stuck on this one problem
@wicked tundra Has your question been resolved?
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Both have y equal to something.
Write y = y, then replace the left side with one of those x sides and the right side with the other one of those x sides.
@feral cosmos
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if you watch the next 10 seconds he is trying to rearrange r/h = sqrt(3)/3 to isolate h
but i think he does something wrong because he gets h = sqrt(3)r
and im not sure how he got that
What's 3/sqrt(3)?
There you go
but where does 3/sqrt(3) even come from
i got h = r/[sqrt(3)/3] somehow
oh you can simply it down
oh i remember u lol
i watched some of 3blue1browns videos
pretty good explanations
yes
asked about differentiation
one question tho i dont get how r/[sqrt(3)/3] simplifies down to r x 3/sqrt(3)
Times the top and bottom by 3
when you multiply dont you have to multiply both sides of the equation
so you dont have to multiply h by three?
i am really lacking basic knowledge lol
No because we're really just timesing the right hand side by 1
But writing it as 3/3
but we're multiplying it by 3?
$\frac ab = \frac{ac}{bc}$
is it really the same as multiplying by 1 if it the fraction simplifies down to 1
iCaird
yeah
how is it the same as multiplying by 1 tho just because the fraction happens to simplify to 1 does it really mean its equivalent to timesing by 1 and we can leave the other side of the equation alone?
$\frac cc = 1$ so $\frac ab = \frac ab \cdot 1 = \frac ab \cdot \frac cc = \frac{ac}{bc}$
iCaird
Take c=3 if you like, but can be anything apart from 0
brb
alright i think i see
so if we had an equation h = 2/6 and we decided to multiply by 3
because then 2/6 would turn into 6/6
we wouldnt have to multiply the h by 3?
oh
If you did that then we would have to multiply by 3
But we're not multiplying by 3
We're multiplying by 1
Which we are writing as 3/3
we would have h = 6/18 in the example i just gave?
why do we multiply the h by three tho
h = 2/ 6 multiply both sides by three 3h = 6/6 so h = 1/3
Right but like I said, that's not what I've been talking about
oh we didnt multiply by three in my original question
we multiply top and bottom by 3
Yes
so like multiplying by 9/3?
What
or is it still not the same thing
That's 3
LMAO
im a goner
yeah i see
its some special rule then i guess
havent done anything like that when isolating terms in equations
i didnt even know that was a thing
multiplying both top and bottom of a fraction by a constant to make the fraction equal to 1
let me try to think of an example then just to make sure i get it
This is NOT what's happening
..
and why are we doing that again
i see what u mean but what was the purpose i forgot
oh
to cancel out the 3 on the denominator right
Yes, we had a nested fraction we wanted to make simpler
so ok
by that logic then
the fraction is equivalent right even after applying that
cos if we r just multiplying it by 1
its value stays the same no
im braindead
i havent come across that i guess i have major gaps in my knowledge
sucks cos that seems really basic and the work im doing is gonna go up to second and third order differential equations lol
Maybe go over how fractions work would be a good start
Only way is up my guy
well i think my question has been answered thanks for the help
got a lot of studying i need to do lol
👍
Stick at it
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I am confused on why this answer is true and how I would get this answer.
@sour egret Has your question been resolved?
@sour egret do you know the binomial expansion of (x+y)^n
no i dont
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Hi — i was wondering about this step in a linear algebra problem
@vagrant osprey Has your question been resolved?
<@&286206848099549185> ^^
can you remind me of the definition of antisymmetric?
A^T = -A
sorry i’m late on this response
no problem
i wish i could help more directly but i am slightly rusty on this stuff, though i have seen it many times
the conjugate of a complex-valued vector $z = (z_1,z_2,z_3)^T$ is given by $\overline{z} = (\overline{z}_1, \overline{z}_2, \overline{z}_3)$, is that accurate?
JamesH
@vagrant osprey Has your question been resolved?
im not sure about this but i’m willing to say yes???
i know virtually nothing about conjugates when transposes get involved
im not talking about that matrix transpose at all
im just talking about how the entries of z relate to the entries of z bar
i am pretty sure if this is accurate, that thing you wrote is true by definition
not every true statement warrants a theorem 🙂 but it may be that it is listed in a big list of properties of complex vectors
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@timid silo Has your question been resolved?
@timid silo Has your question been resolved?
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x = -40.71465
Did I get it correct here?
,calc (-4 * log(3) - 3 * log(7))/(2 * log(3) - log(7))
Result:
-40.71465244487
checks out
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Lol sorry i always forget
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The question ask for it value
Here’s my attempt
But sin360 would be 1/0 which is illegal I guess
no
sin(360°) is 0
it isn't 1/0
sin(x) is never 1/0
but also 160*2 isn't 360 so that's where you screwed up
I see
its solved, thank you ann
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hiii 🙂 i have this question but i dont understand how to get to -14y, can anyone help?
Hi, can somebody explain me on how to get the quartile and decile or just give an example? I'm quite confused. 🙃
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$$(a + b)^2 = (a + b)(a + b) = a^2 + ab + ab + b^2 = a^2 + 2ab + b^2$$
Doggo
so,
$$(y - 7)^2 = (y + (-7))^2 = y^2 - 14y + 49$$
Doggo
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@dusk turret
Look
Mean 581, Std 970
But upper whisker is not equal to mean+3sd
That's only true for normal distribution
There's no reason to expect it to be, yeah.
The "quantile" formulation is extremely general.
But you said in the last channel that usually mean+3sd is considered outliers
For a normal distribution, mean plus/minus 3SD is considered an outlier. I'm sorry if I was unclear.
This is a decidedly non-normal distribution.
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Question is to find ab. Do I have to find 17! or there is other ways to do?
i think you have to find 17!
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how would i go about doing this
try to factorise/completing the square/others to make it the standard form (x-h)^2 + (y-k)^2 = r^2
how do i factorise it
not in this form
in (x-h)^2
which we need to find h
cause do you recall the standard format of a circle
yes
we want to transform this to this format
now we got the x terms
x^2 - 2x
for (x-h)^2 = x^2 - 2hx + h^2 correct??
yes
i dont get that
we are missing the constant
yes
we can see that the constant for x term is -2h in (x-h)^2
now in the question is -2
therefore, h = 1
so the constant term we need to add is 1
x^2 - 2x +1 -1 +y^2 +6y -15 = 0
okay yeah that makes sense
could you try it for y terms
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How do I find x in
Y = mx+c
algebra.
put c into the LHS
Make it -c=mx
then divided both side by m
Nope
Y/m-c/m=x
@brisk slate if that all
you can closed this channel
yes
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If I have a matrix equation like for example P = M A H (all of these being matrices
If I want to move a term to the otherside for example H, I need to take its inverse
but how to I know if I put it before or after P
well what are you going to do to the right hand side to eliminate H?
*H^-1
on which side of MAH?
yes
Ok thanks a lot
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i need help
x^2+x-6
with?
So you have to use factorisation
consider a pair of values that multiply to -6 and sum to 1
1
1 isn't a pair of values
oh
You have make x into two values and it has to equal to 6
1 is just 1 value
1 and 6
1 and 6 neither multiply to -6 nor do they sum to 1
the two values have to equal to x = 1 That's how quadratics work btw
-6 + 1 isn't 1
its -5 i yhink
-6 + 1 isn't a pair of values
-5 which isn't 1 which isn't what you want
So like think about the different combinations of two values you can get
yh x=1 or sum
consider a pair of values that
multiply to -6 and
sum to 1
so like 3 and 2
Correct
no
OMG REALLY?
not quite
wat?..
shut up
3 and 2 don't multiply to -6
nor do they sum to 1
typo
and when u take away u get 1!
missed a - sign
oh so then like -3 and 2
but 3 times -2 equals to -6
:0
-3 + 2 isn't 1
but negative 2 makes sense and positive 3 as well
+3 and - 2 equals to -6
soooo
So you have to use these two values in order to find the solution
yeh is it 3 and 2 or not?
no
no
i cant think of any other ones
^^ Think about it for a second
make sure that your pair of numbers satisfy BOTH conditions
multiply to -6 and
sum to 1
oooooh
if they don't satisfy both, then that pair of numbers isn't what you're interested in
something to do with those numbers yes,
but get your signs right
yes
$$(x+m)(x+n) = x^2 + (m+n)x + mn$$
ℝamonov
wat?...
when considering a pair of numbers like that, those will be the values of m and n above
yes
REALLY??
yes
LFG
