#help-10
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U can try guess and error to find a zero value then do synethic division
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hey ! is it possible to isolate the P2 here ? if yes, could I screenshare and have a helper guide me through plz ? thank you
Oh hi again goat
Lex got u
EYYY HAHAHHAA how are you ?
Yeah hop on vc we can walk thru it again haha
Bet bet I’ll get my earbuds lol
Aye

I miss my emojis..
I am having nitro withdrawals

@tulip falcon Has your question been resolved?
$c(a-b) = ca - cb$
♡Lex♡
$ca-cb = c(a-b)$
♡Lex♡
$P_{2}a = b \to P_{2} = \f{b}{a}$
♡Lex♡
lex talking to himself 
,w (4281.98-(1.0125^4 × 4075))/(-1.0125^4 + 1.004125^12)
:xd:
.close
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have you made progress thus far?
Im in class can u give me answer now pls later ill go home and learn it back
Cause the time the tescher tells teach student i am sick
I am at home that time
So i need answer now pls
no, we don't give answers here.
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How do I solve this
I guess we can take out the 1/sqrt(n) but I don’t know what to do after that
Guessing we need to get ur as a function of E(Xi)
@hot dawn this channel is occupied. please open your own channel. read #❓how-to-get-help for instructions
@halcyon stag do you have a screenshot or picture of the original question
right
well, yeah, expectation is linear
and E[X+c] = E[X]+c
so you can take this all the way to $\frac{1}{\sqrt{n}} \sum_{i=1}^n (2E[X_i] - 1)$
Ann
yes
Xi*
Oh
exactly
Ok nice thanks
And the variance is the same but the 1/sqrt n becomes 1/n
And we don’t use the -1
sort of.
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Not really a question, but is there away to avoid doing long polynomial division with this type of integrals?
Integrals such as h(x)/f(x) where both h and f are polynomials and h grade is higher than f grade
well for this problem in particular you may be able to make your own life a bit easier by substituting u := x+a
No
cause i find it extremely inefficient, that's something a CAS would do
x^3 + a^3 = (x+a)(x^2 - ax + a^2)
$u := x + a$ turns this integral into $\int \frac{u((u-a)^2 - a(u-a) + a^2)}{u^2 + b^2} \dd{u}$
or $\int \frac{u(u^2 - 2au + a^2 - au - a^2 + a^2)}{u^2 + b^2} \dd{u}$


i feel like polynomial division should be like your last resort
its a technique that involves no ability, you just gotta write a lot
,w integrate (x^3 + a^3)/((x+a)^2 + b^2)
looks like its unavoidable
it is last resort
first resort is wolframalpha
second resort is polynomial division
and that's the last
Then get better at it
@ivory trout Has your question been resolved?
well there's also something called
matching coefficients
you end up with a system
that's just polynomial division disguised as polynomial multiplication
i personally don't know the algorithm of long division, I did it once when i was 13-14 at school and totally forgot it
i much prefer matching coefficient cause rather than memorizing something, I get to solve the problem by thinking
it is generally faster than the method you are thinking
well
ig i can say i have it memorized but like
it makes sense?
long division i mean
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it doesn't lol
btw I think I found a particular example where matching coefficients doesn't even work
try to do this without long division
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Problem with vectors i've been stuck and don't know how to progress.
I will translate the question:
"Let 𝑢⃗ and 𝑣 be vectors such that ∥ 𝑢⃗ ∥= 3, ∥ 𝑣 ∥= 1, and (u ^ v )= 𝜋/ 3 . Determine the magnitude of the angle formed by the vectors 𝑢⃗ + 𝑣 and 𝑢⃗ − 𝑣 . Displays the result in degrees, rounded to the nearest integer."
I've done this so far i tried to progress but i can't seem to find the right way to do so
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@brave harbor Has your question been resolved?
@brave harbor Has your question been resolved?
u can also like do (a+b)(c+d) = ac + ad + bc + bd
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49 = 7^2
loga((b)= log b/log a
log a^b = b*log a
@shrewd trench Has your question been resolved?
@shrewd trench Has your question been resolved?
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How do they get to the = 2?
At AC: 2x -y = 2
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hi can someone help me with this question? i cant find the second value of x. thanks
well you know the middle line of a trapezoid is the mean of the bases, therefore it can be written as 7x-6=1/2(36+x^2) so 14x-12 = 36+x^2 => x^2-14x+48=0.
now, solve as you wish: factor or quadratic formula
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I am supposed to find a mistake here but I cant. They dont add up to same but the formula seems alright
$\sum_{k = 0}^n 2^k = 2^{n+1} - 1$
that step doesn't make any sense, if you were to factor 2^2 out of that sum you would be left with: 2^2(1 + 2^1 + 2^2 + 2^3 + 2^4 + 2^5) not that mysterious subtraction that is written
n instead of k in the RHS 
so the answer will be correct if you replaced 7 with 6
I havent undestood this concept yet
Is it because we start from 2 and not 1 in exponent?
which line ?
This
Mehdi_Moulati
you need to start from k=0 to use this
Does that apply to this too
That I would have to start from 0 to go with this
yes
okay okay I am starting to understand something
depend on the interval of n i guess
you didn't understand it ?
I understood why it is wrong but I am still trying to do it myself
What is this formula?
Is it same as the one I had
But looks simpler?
it is not
I had a misspelling in my calculation in my calculator so I got lost now I understand a lot more
It is the same I belive you now😂
the sum of element of a geometric sequence
$$S = u_p + u_{p+1} + ............ + u_n = \sum_{k=p}^n u_k$$
is :
$$S = u_p * \frac{1 - q^{n-p +1}}{1 - q}$$
where $q \ne 1$
Mehdi_Moulati
anytime bro 😉
@little sandal Has your question been resolved?
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How do I solve question f?
,rccw
@thorn badge Has your question been resolved?
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@timid silo for 1, find the north/south and East/west displacement, then use Pythagorean theorem to find the line connecting the two points
Looks like she moved 5 south and 7 east, so you would do sqrt(5^2 + 7^2)
Yes find the length of that diagonal line using Pythagorean theorum
A will be the displacement east, b will be the displacement south, c is the diagonal line
A and b can be switched tho
Doesn’t matter the order
The equation is right but the diagram is wrong, where you wrote 7 should be c, and b should be the 7 units that she moved east
I’m guessing the distance around all bases
Gimme one minute cause I’m walking rn
I’ll help once I’m sitting
Side a and b will both be 85/2. Use Pythagorean theorum to find c and multiply c by 4
@timid silo Has your question been resolved?
,rotate
do u know pythagoras's theorem?
@timid silo Has your question been resolved?
It's the same as your first question
@timid silo Has your question been resolved?
@timid silo Has your question been resolved?
Please only use the <@&286206848099549185> ping once if your question has not been answered for 15 minutes. Please do not ping or DM individual users about your question.
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can someone do a quick min call with me to help me with imput and function grapis
f(0) is the y-intercept
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hey
wym
im a little shlow sorry
heres the answer key
im just confused
mind explaining ifykh
ye how
notice that it can occur when we would have (a+bi)(a-bi) = a^2 + b^2
this is why they took 2 - i
also
because it's conjugate of (2+i)
@pliant wolf Has your question been resolved?
what does conjugate mean
ye idek
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hi! how is this solution wrong for
Nearly
But read carefully
He’s travelling for 3 hours at 5 MPH
so that’s 15 miles already
Than add on the (48/69) * 5
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the third side can be expressed using the law of cosines
find an expression for it in terms of an angle, differentiate it
and find its maximum
Is there a way to find it with a congruence shortcut like SAS? I have to solve it with high school geometry level knowledge
Not sure if it can be solved with a congruence shortcut like that. Maybe it was a different one like SSS
i dont know what u mean by a congruence shortcut...theres no other triangle that u can set this congruent to
If you have a given angle yeah you can find the perimeter with SAS
There’s no angle so maybe it’s not supposed to be solved with a congruence shortcut
Do you know any other ways of solving it?
Maybe you can upload a picture of the problem because it doesn't work with only 2 side measurements I think
That’s the problem
Is there no instruction like "Assume all triangles are 30/60/90 or 45/45/90" ?
Oh I'm sorry then I wouldn't know how to proceed either
2 given side measurements might as well be none it doesn't really tell you much
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!help
!help
Please read #❓how-to-get-help
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with what
Then follow this
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• Show your work, and if possible, explain where you are stuck.
Can u find me a list of decimals and positives?
If you have a math question you should ask it in the original post
Google it
I’m to lazy.
sounds like a you problem then tbh 
But you're not lazy to open two help channels?
List of decimals and positives lol
OK CHILL OUT I
And have a 5 minute conversation?
JUST ASKING
U can think of many in one second
You didn't really ask anything that anybody could help you with
Do u know what decimals are
Why is there so many people here.
Do you know what google is?
it's a spelling mistake
It's a free country
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hey
Difference of cubes
how do u factor that tho?
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Why would the probably of > 0.49 and >= 49 be the same?
For A I got 0.51 and for B I got .52
However the answer key says B is .51
How?
Can someone help me with question 6 solving in degrees. I know how to solve it by box method, but I wanted to see if I could use the tan(alpha-beta) formula, but it didn’t seem to work. Can someone tell me what I’m doing wrong
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hello could someone help me with this?
for me its way too vague to come up with anything
<@&286206848099549185>
ok ill give you the first
the idea is to assume that the statment is true and derive a contradiction
so assume that f(x)+g(y)=xy for all x and y
then try some x and y, say x=1 and y=0, and y=1 and x=0
this gives you f(1)+g(0)=0=f(0)+g(1)
In fact, f(0)+g(y) = 0 for all y and f(x) + g(0) = 0 for all x
but then this means that -g(0)=f(1) and -f(0)=g(1), so now try g(1)+f(1) for example. You know it should equal 1 by assumption, but you then have g(1)+f(1)=-f(0)-g(0)=-(f(0)+g(0)) which clearly should be zero
and since 0 doesnt equal -1 you get a contradiction
does this logic make sense to you @feral sentinel
and like pramma said it doesnt have to be 1 you coulda really used any numbers
also it shows that f(x) and g(y) are constant functions, which makes a contradiction pretty easy to derive
hmm lemme try with this
im trying not to see the solution first
ok
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how do i find +c correctly
I keep getting wrong answers, once i got 4, but i need five
i got y=2x^2-2x^3 + c so far
now use the fact that the curve passes through (-1,9)
@queen mica Has your question been resolved?
plug in values of x = -1 and y = 9 in the equation that you got above
Then solve for C
c will be 5
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h
x and y are integers representing the number of coins per string in each case
if you take x coins per string you can make 77 strings with some coins left over, but if you try x+1 coins per string you fall 50 short
i.e. the number of coins is 77(x+1) - 50
it's a little odd that they word it like this though
i would've gone for 77x - 50 = 78y myself tbh
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[-0.1, -0.01, -0.001, 0, 0.001, 0.01, 0.1]
what's the difference between each number here?
i know the decimal place is moving one place to the right for the first three
so, tens, hundreds, thousands
but what is this decimal representation?
are you asking this question of your own accord or is this something a problem asks you to answer?
I'm making a table:
Ah that gives much more context
my x values seem incorrect though
for what reason do they seem incorrect to you?
and are you asked explicitly to make a table of values like this?
or are you asked to find this limit by any means possible
well, here is the question itself:
the f(x) value spacing seems off
-12481, -12498, -12450, -12455
the order is incorrect
it should be -12500 or so and then increase
it's ok, I couldn't wait and just checked the answer
my initial answer was correct, I shouldn't have changed it
I didn't think the f(x) values could be the same
but they can
kind of "trick" question since I hadn't seen this before
good to know, I guess
ty
.close
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✅
@steel pasture here
oh wow!
Is that what the problem meant by use a graphing utility to verify your results?
guess so...? except i only showed the table of values here
ok
hmm, I guess that's good to know.
ty for sharing!
can you share the link for that, please?
i did it on the mobile app so no link to the graph itself
but its easy to reproduce
this is the graph
kind of underwhelming but thats what it is
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Can someone help with this question please I don't even know where to start: Let ∼ and ≡ be two equivalence relations on a set M with m · k elements, where there are exactly m equivalence classes for each of the two relations ∼ and ≡, and each equivalence class always has exactly k elements. Show that there are elements r_1, . . . , r_m ∈ M, which both ∼ and ≡ form a representative system. Note: Hall's marriage theorem may be useful.
@spiral halo Has your question been resolved?
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@spiral halo Has your question been resolved?
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this question is claiming to be a separable differential equations question but im not seeing how to separate it :')
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Hi
Can anyone help me to find x and y in this question ,please?
whats that dot before (u^2
oh thought its something else
@shy flax Has your question been resolved?
yes
try substituting x + y = a and put x^2 + y^2 = (x+y)^2 - 2xy
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what's the formula of distributing vectorial cross product over a cross product a*(b*c)
@timber grotto Has your question been resolved?
am i supposed to close then ?
I don't think there is one.
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why is it that in expo hypothesis tests, u flip the equality sign of H1 when calculating the probability?
ie here in H1 its less than
so we calc the prob using greater than
whenever i do hyopthesis tests for anything, i normally use the same equality sign as H1 to calc the prob.
@silver plover Has your question been resolved?
come on @unreal musk , ||the world depend on you||
Nope, me no goo at hypothesis testing 
i hate probability
With very basic small brain reading of mine 
Maybe that?
As to why, I couldn’t even answer that
hmmm
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My teacher today explained that an integral doesn't need a range and it really confused me, could someone clarify it please??
How would it work without a range
Like I understand it's an undefinite integral but I don't understand what that is
I'm surprised you didn't learn indefinite first
It's just the solution to an anti derivative
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Help
Well that is not the vertex
@livid helm Has your question been resolved?
I’m talking about the graph
yes pls!!
I’m not sure what I did wrong I believe I solved it properly but I was told I was wrong
This is what I got when I solved it but I was told I was wrong
No 😭
WYM no?
TYSM
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How would a catapult demonstrate Newton’s third law
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Sort of struggling with this question that says
"We have distributed two hundred balls into one hundred boxes with the restrictions that no box got more than one hundred balls, and each box got at least one. Prove that it is possible to find some boxes that together contain exactly one hundred balls."
I thought about it kind of recursively that you would pick the box with the closest number to 100, and then try to find boxes that add to the rest
but I don't know how to formally show that what I described above will terminate
and also I'm not sure if its the right approach to take
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please help me answer this
Quotient rule
You know the quotient rule?
yes
Okay, try using that formula here and see what you get
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(d/dx)(y) = (d/dx)((sin(x))/(1-2cos(x))) = (cos(x)(-2sin(x)) - (-2sin(x))(sin(x)))/(1-2cos(x))^2
-2sin^2(x) - 2cos(x)sin(x) / (1-2cos(x))^2
IS IT??
pls
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im having trouble understanding what "A contains two entries equal to 1 so that one of them is strictly above and strictly on the right of the other" means
i think you should be asking whoever gave you that question
like for the n = 3 example that I have there, would "strictly above" refer to the 2,2 entry and "strictly on the right of the other" refer to the 3,3 entry?
i don't understand it either, because the usual interpretation doesn't seem to make much sense with the question
it might be, but you need to clarify with whoever gave you the question
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oh yes, it is
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how do I get atan2 on the calculator
you mean arctan²?
no in C programming language you have atan and atan2 which give different results
The atan2() function computes the arc tangent of an argument.
I want to be able to do this one on the calculator
oh
The atan() function computes the arc tangent of an argument.
Thats the other one
in R its also atan2
I found this online but uh how do I put it into the calculator?
I have to sum 2 sinusoids
which gives
new A = sqrt((A1 * cos(PHI) + A2 * cos(PHI2))^2 +(A1 *sin(PHI) + A2 * sin(PHI2))^2)
new PHI = atan2((A1 *sin(PHI) + A2 * sin(PHI2) / (A1 * cos(PHI) + A2 * cos(PHI2))
Is there another way to get the new PHI?
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@north dove Has your question been resolved?
What calculator
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is drawing the black line the same as drawing line from QD?
so assuming QD and black line both aren't drawn, and I draw black line would i still get same points in contrast to if i draw QD
Wdym get the same points
i did a math comp where i drew the black line
but the markscheme drew QD instead
and i cant figure out if thats the same thing
It depends on the nature of the triangle
And what you want to find
Maybe it would help to send the entire problem
ED and DJ are equal
i wanted to prove ED = EJ
so i drew the black line and said since the height and base are equal, the hypotenuse eqj is equal to edj
The height and the base can't be equal
The height it always bigger
I think
Except for right triangles
i split edj triange into two right triangles : EQJ & EDJ. Then I said, EQJ and EDJ share the same height, and their base is also the same, hence using pythagorean theorem, line EQJ must be = EDJ
yeah my bad i meant triangles EJ half of JD and ED half of JD
ilet me draw it out wait a sec
Do we need the other parts of the drawing or not
nah
i wrote it wrong again bruh wait a sec
Send the whole exercidr if you can
How do you know that X=Y
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May I get A Chanel?
Yeah
This is now temporarily your channel. Ask your questions
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Can anyone give me a simple idea of why radians are better than degrees? I don’t quite understand it.
Define radian you might get hint to it
An angle that is subtended to the centre of the circle where the arc length = radius?
so what’s the use of it? other than just describing this?
It has same use that every unit of angle has
Just this definition is universal
And not some arbitary number 360
And degrees is a scale it asumes something, but it does not assume something
it is more convenient to measure angles in radians for calculus purposes for example
the derivative of sin(x) is cos(x) if you're measuring angles in radians, but in degrees it'd be pi/180 * cos(x) instead
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thanks
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Just a question, do we need to apply PEMDAS on radicals???
If "PEMDAS" is that rule regarding the oder of arithmetic operations, radicals are treated just like exponents.
the radical operator itself would come under E
stuff under the radical would come under P
ohh
$\sqrt{a+b}$ can be viewed as $(a+b)^{\frac12}$
ℝamonov
So I made an example and I try solving it using Photomath and the answer is 19 but when I answered it the answer was 15
how are you getting 15
also don't be oblivious to the cbrt(2)
handwriting is a bit dodgy, but the work seems ok
16 + 15 - 12 is 19
simplifying properly would get you 19cbrt(2)
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.reopen
✅
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@wild orbit Has your question been resolved?
You will not get any help if you just post your question and do nothing else.
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how do i draw a graph based on this information?
no wonder
what even is that notation? it's horrendous.
you're best off asking your teacher wtf they meant lol
write what in english?
are you saying this isn't the problem statement as originally given to you?
it isn't. i don't want to cheat on my assignment
the question asks a different question. i'm trying to draw it out as it gives me a better idea of how i'm working
what kind of assignment is it?
are you explicitly banned from disclosing the details of your assignment to third parties?
No.
ok then please share the original problem statement.
it sounds like you may have miswritten some notations here, and that's where our confusion is coming from.
Apologies i misread, it's a screenshot of the original statement
okay, so then it's not you who's to blame
it's your teacher
$E = { a \in V; b \in V \mid a \neq b \bullet {a, b}}$ is a string of symbols that looks vaguely related to the problem if you squint, but is impossible to actually understand.
Ann
there's not really much point in trying to guess at what was meant.
ah you haven't been given context as to what the symbols mean?
I asked to draw a graph based on me thinking it would help me draw a graph, although the original question asks the min. and max. degree of the graph
oh god that makes no sense whatsoever
well, no, it is given meaning as part of this... unorthodox notation for set comprehensions
i have not seen it written that way before
now there's the conflict of notation between the letters a and b as used in this set comprehension and the letters a and b as used for the names of two specific elements of V = {a, b, c}
it is unclear whether the intended meaning is "every pair of distinct vertices is connected" or "only the specific vertices named a and b are connected"
i.e. whether we have a triangle or a lone edge ab and an isolated vertex c
So we're on the same page - would it make sense to try and use extension in this case?
"use extension"?
eughhhh
just an example
what is this, a "mathematical bureaucracy 101" class?
it sounds like your teacher doesn't want you to do anything graph-theoretic, but instead to wade and struggle through formal notation
np
my personal opinion is that notation and formalism are beneficial precisely to the extent that they help make clear the intended message, and no further.
it's no bother, it's for the application of computer science so we simply need to understand logical thinking. although it's odd that we both couldn't understand what he's on about
set this notation ablaze
i'll set my lecturer's email on fire
do that
that's assuming the intended meaning is "lone edge ab and isolated c"
in which case yeah the minimum degree is 0, which is deg(c)
the values of deg(a) and deg(b) should be obvious
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x + 1/x = 3 prove x^2 + 1/x^2 = 7x
QUICK
What did you try?
nothing, I suck at math
Im in 8th grade and freaking out every day because i dont know shit
ive written it it word to be more concise
Is this a test question?
yeah, but im not on a test right now
its homework
obv, i dont have a computer in class
Your second equation has x². You could try squaring something to get x²
I'd rather multiply the first equation by x and solve the quadratic
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please could someone check over my working?
im not sure i converted the plane equation from vector to cartesian correctly.
i made the assumption that r is a point in the plane and n is the vector normal to the plane.
<@&286206848099549185>
what the fuck
am i looking at
this is painful to look at
my eyes are burning
and im in 9th grade 💀
did i do something wrong? lol
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Is this abstract algebra or highschool algebra?
highschool
Then ask mate
can you just ask your quesiton
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@timid silo Has your question been resolved?
come back when you have a question someone can help with. usually a homework problem
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delete your message. go troll elsewhere
Lol
just screenshot and upload
Ain't gonna open it
dafuq
Lol
Ain't gonna open that link too
.
holy hell
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@timid silo Has your question been resolved?
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What relationship do CD and BD have with x
look up sohcahtoa
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For the third problem how would I show my work or is this problem just know it or not from the power of 2
Yes (x-1)^2 is positive for all x not equal to 1
You can say the top stays finite while the bottom goes to 0 from above
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Is it correct that if two zeros of a quadratic are conjugate does that they always have the form a+/-bi
complex conjugate, yes
ok ty
Followup where can I read about the conjugate imginary numbers properties and uses in algebra?
I have a question thats asking to pick all the correct properties/uses but I don't even remembering learning about them or which class it would be under
https://openstax.org/books/college-algebra-2e/pages/2-4-complex-numbers
probably as good a place to start as any
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I’m just revising derivatives and I think I can understand how to use the formulae but I don’t understand why specifically moving the exponent multiplying and subtracting one. Easy enough but can’t seem to connect the dots and find the reason behind this
I presume dx/dt is the specific point / derivative on the graph
Yeah I think it’s the same as a f prime
In this section we prove several of the rules/formulas/properties of derivatives that we saw in Derivatives Chapter.
this has a decent explanation of why it works
all the derivative rules come out of the limit definition, some brute force, and sometimes clever substitutions
np
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Question: How do I arrange mixed numbers (Least to greatest) if the 3 whole numbers are the same? I can only solve if only they were 2 same whole numbers and the other isn't.
@lethal gulch Has your question been resolved?
<@&286206848099549185>
I learned the other way, multiplying the two same mixed numbers which they have the same whole number to know which of them are the small and big number. In this case, should I solve it by getting the LCD because they are three same whole numbers?
I learned the other way, multiplying the two same mixed numbers which they have the same whole number to know which of them are the small and big number.
Reference:
https://www.youtube.com/watch?v=9TPnoluWPgE
In this video, I teach you how to order (list) mixed numbers from least to greatest (smallest to biggest).
There's a Pre-Algebra playlist attached at the end of the video if you need help with any other topics.
If you have any questions, please leave them in the comment section below! Also, if you find the videos helpful, please like, share, a...
@lethal gulch Has your question been resolved?
@lethal gulch i'm not sure there needs to be a Separate Method™️ that's like, Specifically for Sorting Mixed Numbers™️ and made into a Thing™️ of its own
however, if they're already in 'canonical' form (i.e. the fractional part is less than 1),
then surely you understand that comparing 2 + 3/4, 2 + 5/6 and 2 + 7/9 is the same as comparing 3/4, 5/6 and 7/9 alone?
I guess I'll just use LCD if there's three of them that has the same whole number, thank you for your help!
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Of the 81 members of the local sports club, 45 play football, 21 volley and 15 hockey. At the annual club
meeting, a new managing committee is to be elected. If the 5 members were chosen completely at random, what would be the probability for at least one of each sport. Even my math teacher couldn‘t solve it, so I don‘t have any work to show.
@near pier Has your question been resolved?
I think you can just count:
- The number of committees with no football players
- The number with no volley players
- The number with no hockey players
And that should give the number of committees that don't contain one of each sport, no?
unfortunately, i dont think so
then you would include the number of committees without football players AND hockey players twice
yea that was the main problem when trying to solve it, that that doesn't work
Ah we are double counting at least the committees with all hockey players
But we're counting those exactly twice, no? So subtract that number out
Unless I'm also double counting something else
Which is very possible with these questions lol
Making a table while considering cases doesnt work?
The denominator is definetly c(81,5) right?
ye
that could work
Nope
Would we have to use union?
,w C(66,5) + C(60,5) + C(36,5) - C(45,5) - C(21,5) - C(15,5)
Say committees without football, volley, and hockey be F, V, and H respectively.
Then total committees without any one = $F ∪ V ∪ H\$
$= F + V + H - (F ∩ V) - (V ∩ H) - (H ∩ F) + (F ∩ V ∩ H)\$
$= \prescript{66}{}C_{5}+\prescript{36}{}C_{5}+\prescript{60}{}C_{5}-\prescript{45}{}C_{5}-\prescript{21}{}C_{5}-\prescript{15}{}C_{5}+0\$
$= 13530321$
So, P(group with at least one player of each sport) = $1-\frac{13530321}{\prescript{81}{}C_{5}}\$
$= \frac{12091275}{25621596}$
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