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is this correct?
Yes
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hello
look at the values in h( )
there is a condition for each function within the piecewise function
yeah but couldnt t be negative?
t? you mean x
in which case 2+t is less than 2
oh\
im an diot i saw that u needed help with e
that problem is just taking the derivative from the negative side
you would use the function that makes up the left part of the graph
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😮
im just checking if i was right
i think you take the derivative from the negative side but to be sure ask someone else
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hey
the vertex is 64
(8,64)
ok
so now you just have to figure out the scaling value
choose a given point(like the origin for example)
Find the change in y and then the change in x going from the vertex to that point
64 to 0 is 16??? and 64 to 16 is 48??
well not exactly
how do i find the chnage
what i meant is, by what has the x value and the y value changed when you go from the vertex to the origin
it goes back by 8(or forward by -8) and down by 64(or up by -64)
im sorry ik i didn't really explain what i was doing well
now consider the parent function of the parabola
okay
what would be the y coordinate of the point with the x coordinate of 8 on the parabola y = x^2?
wait
this is the dumbest method
theres a faster way
remember this?
(the y is cut off)
h and k are the coordinates of the vertex
so as i said before, the function is reduced to y = a(x-8)^2 + 64
and now we have to find a
and how do we do that
plug in one point
the origin
or just take its coordinates and putt hem into their respective parts of the equation
you will get 0 = a*(0-8)^2 + 64
now solve for a
so
now all you have to do here is expand
x^2 - 16x + 64
yes
now you have y = -1(x^2 - 16x + 64) + 64
distribute then combine like terms
then you will be done
yes
you already have the vertex
(8,64)
i do not like this question because the speed of an object on a parabolic trjectory changes
and derivatives exist
but whatever
@torpid tapir Has your question been resolved?
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Hi guys can anyone describe what is Wolfram
@tulip yarrow Has your question been resolved?
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<@&286206848099549185>
@karmic whale Has your question been resolved?
hint: notice that the input of the second square root is the negation of the input of the first square root.
So, it might help to make a substitution (2008x+2009)/(2010x-2011)=u. Then y=sqrt(u)+sqrt(-u)+2010, and y and u are real. What can you say about this equation now?
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i want to find the number of possible combinations
we have 680 characters in the combination, and each one of those characters can be either a letter of the alphabet, or a number from 0-9
<@&286206848099549185>
Can you give me an answer
Idk how to do all that and plus idek how to read the equasion so
Is the question asking for an actual number?
I'm working on it
Sorry I was editing my bookmarks. I'll be with you in a second.
kk
anything?
436116003068178632599586304885865102436987283273192588087066946205825385420102245537617641171508064231363006853389201952225629937253532766998346708022315458543404066186915809029438078922052852453720811267502691138577239348756804955313693393091406303393978608038048294775593159201377364139187142305434603252709617151318958922901417601677040658907901408937709530384849660728157676437361951488873238454079633326062998564370475129597220298716911739158299214865235291416480348618758676919027696256066573122899301892912081375412160180698274455765997411725112824776559729034126511125728785207316456433746195093026529168420804699808556231371820824328024241019054519605469721555033733292097536/619714851639436418890014132388232229721055870199514672029713148485510155785548673195822182557094494798400485855314018664115518201608296685973696255017718008860040532123882524974640383546972703334250180071289663434135544958849656523081985248650710343202769470217342391253807976629911471752642447788061663944930276641968987762346638120586560511839027435547150981527833225197175924454374035224307681127771766486576057171905208746524480477725129525199567421707397449049063936891779349738354845631072739123214648019547232581118055342755748414269684011304463045987462994690350948128879310152454660263721486248365600435867499900568391454522508666342914028219335005414329126288445145585206396142668389065269978552797679745659901210486853677748890443865391315271920611969308829960200739772083995738927977257540817810677902203676197079603108363889883830099921139511939267811608215117467525741569440368274163296398231782452971855716790343353095564135925989874375234096101328009195610968860734989320967538188120338052495839373498804671998259523511143084795636885698967653407941732643846659592297648481775853082691658914854805644687773899052556517467961272533326685470524128608922559065696262234373778617027011172553071983798674460807790202905576126823916638386435806751251220703125
if theres 3133507531 combinations that are correct, what is the percentage that we'll get a working combination
Can you do it
Please

<3 Ily ( im not gay btw )
48547028867118042879688248613373917690196264963548442433752530163726682938274999710654166169487810923235706229542136346347013393467679349439522982075112897979931543309385832924183280646529186453732543737287306931332976315083612095296016902676947711223136819874573064744983895679942489915004971982354137896595754778188080345544000719584741837530870178225065367655287682431684242980241702631655684826875485088371487138811288330634038241320354277879082469846559569625135765868772483109885444708382721891284785912469137212578549870414998098741384067860320602212822865636150692724870841923820035901810443081144163635178192336414320145082558122874957183397770818981943152313437323549290891112560518689291538208585000265058786625194414304393029883318653410916663963760998948988627186208689910605312568165077521978741453469262521485859413663731450985908330684329169084002557505782301313538978605028836062604049691111634998524080490198601125018559565439923249613499000537226397892105576782989480811408927975129350544039650575620656480113275895365960465642494431977533521979580861217051216041451777780883797214096974014520531479261241407660490307224742467488065435128890887831784815703789036749028059134522608490404788960456410268964373606816021882413847432502507217577658593654632568359375/109029000767044658149896576221466275609246820818298147021766736551456346355025561384404410292877016057840751713347300488056407484313383191749586677005578864635851016546728952257359519730513213113430202816875672784644309837189201238828423348272851575848494652009512073693898289800344341034796785576358650813177404287829739730725354400419260164726975352234427382596212415182039419109340487872218309613519908331515749641092618782399305074679227934789574803716308822854120087154689669229756924064016643280724825473228020343853040045174568613941499352931278206194139932258531627781432196301829114108436548773256632292105201174952139057842955206082006060254763629901367430388758433323024384
thats the percent?
48547028867118042879688248613373917690196264963548442433752530163726682938274999710654166169487810923235706229542136346347013393467679349439522982075112897979931543309385832924183280646529186453732543737287306931332976315083612095296016902676947711223136819874573064744983895679942489915004971982354137896595754778188080345544000719584741837530870178225065367655287682431684242980241702631655684826875485088371487138811288330634038241320354277879082469846559569625135765868772483109885444708382721891284785912469137212578549870414998098741384067860320602212822865636150692724870841923820035901810443081144163635178192336414320145082558122874957183397770818981943152313437323549290891112560518689291538208585000265058786625194414304393029883318653410916663963760998948988627186208689910605312568165077521978741453469262521485859413663731450985908330684329169084002557505782301313538978605028836062604049691111634998524080490198601125018559565439923249613499000537226397892105576782989480811408927975129350544039650575620656480113275895365960465642494431977533521979580861217051216041451777780883797214096974014520531479261241407660490307224742467488065435128890887831784815703789036749028059134522608490404788960456410268964373606816021882413847432502507217577658593654632568359375/109029000767044658149896576221466275609246820818298147021766736551456346355025561384404410292877016057840751713347300488056407484313383191749586677005578864635851016546728952257359519730513213113430202816875672784644309837189201238828423348272851575848494652009512073693898289800344341034796785576358650813177404287829739730725354400419260164726975352234427382596212415182039419109340487872218309613519908331515749641092618782399305074679227934789574803716308822854120087154689669229756924064016643280724825473228020343853040045174568613941499352931278206194139932258531627781432196301829114108436548773256632292105201174952139057842955206082006060254763629901367430388758433323024384%?
.
3133507531 out of how many total combinations?
Out* of our answer from the first part 🚶♂️
what?
48547028867118042879688248613373917690196264963548442433752530163726682938274999710654166169487810923235706229542136346347013393467679349439522982075112897979931543309385832924183280646529186453732543737287306931332976315083612095296016902676947711223136819874573064744983895679942489915004971982354137896595754778188080345544000719584741837530870178225065367655287682431684242980241702631655684826875485088371487138811288330634038241320354277879082469846559569625135765868772483109885444708382721891284785912469137212578549870414998098741384067860320602212822865636150692724870841923820035901810443081144163635178192336414320145082558122874957183397770818981943152313437323549290891112560518689291538208585000265058786625194414304393029883318653410916663963760998948988627186208689910605312568165077521978741453469262521485859413663731450985908330684329169084002557505782301313538978605028836062604049691111634998524080490198601125018559565439923249613499000537226397892105576782989480811408927975129350544039650575620656480113275895365960465642494431977533521979580861217051216041451777780883797214096974014520531479261241407660490307224742467488065435128890887831784815703789036749028059134522608490404788960456410268964373606816021882413847432502507217577658593654632568359375/109029000767044658149896576221466275609246820818298147021766736551456346355025561384404410292877016057840751713347300488056407484313383191749586677005578864635851016546728952257359519730513213113430202816875672784644309837189201238828423348272851575848494652009512073693898289800344341034796785576358650813177404287829739730725354400419260164726975352234427382596212415182039419109340487872218309613519908331515749641092618782399305074679227934789574803716308822854120087154689669229756924064016643280724825473228020343853040045174568613941499352931278206194139932258531627781432196301829114108436548773256632292105201174952139057842955206082006060254763629901367430388758433323024384%?
how is this a valid percentage
literally above 100%
not just above
more than 10 million times higher than that
he got it wrong
@frozen willow are u retrying it?
of course i misunderstood again 
Yes
Ok
Need a quick break though
3133507531 out of how many total posibilities (that includes wrong too
if we know that 3133507531 is the amount of right posiblities, how many posiblities are wrong @west rock do you know how many wrong posiblities
436116003068178632599586304885865102436987283273192588087066946205825385420102245537617641171508064231363006853389201952225629937253532766998346708022315458543404066186915809029438078922052852453720811267502691138577239348756804955313693393091406303393978608038048294775593159201377364139187142305434603252709617151318958922901417601677040658907901408937709530384849660728157676437361951488873238454079633326062998564370475129597220298716911739158299214865235291416480348618758676919027696256066573122899301892912081375412160180698274455765997411725112824776559729034126511125728785207316456433746195093026529168420804699808556231371820824328024241019054519605469721555033733292097536/619714851639436418890014132388232229721055870199514672029713148485510155785548673195822182557094494798400485855314018664115518201608296685973696255017718008860040532123882524974640383546972703334250180071289663434135544958849656523081985248650710343202769470217342391253807976629911471752642447788061663944930276641968987762346638120586560511839027435547150981527833225197175924454374035224307681127771766486576057171905208746524480477725129525199567421707397449049063936891779349738354845631072739123214648019547232581118055342755748414269684011304463045987462994690350948128879310152454660263721486248365600435867499900568391454522508666342914028219335005414329126288445145585206396142668389065269978552797679745659901210486853677748890443865391315271920611969308829960200739772083995738927977257540817810677902203676197079603108363889883830099921139511939267811608215117467525741569440368274163296398231782452971855716790343353095564135925989874375234096101328009195610968860734989320967538188120338052495839373498804671998259523511143084795636885698967653407941732643846659592297648481775853082691658914854805644687773899052556517467961272533326685470524128608922559065696262234373778617027011172553071983798674460807790202905576126823916638386435806751251220703125
Thats the amount of possible possibilitys
and there are 3133507531 correct ones
yes
what the actual hell

well ez
3133507531 / 436116003068178632599586304885865102436987283273192588087066946205825385420102245537617641171508064231363006853389201952225629937253532766998346708022315458543404066186915809029438078922052852453720811267502691138577239348756804955313693393091406303393978608038048294775593159201377364139187142305434603252709617151318958922901417601677040658907901408937709530384849660728157676437361951488873238454079633326062998564370475129597220298716911739158299214865235291416480348618758676919027696256066573122899301892912081375412160180698274455765997411725112824776559729034126511125728785207316456433746195093026529168420804699808556231371820824328024241019054519605469721555033733292097536/619714851639436418890014132388232229721055870199514672029713148485510155785548673195822182557094494798400485855314018664115518201608296685973696255017718008860040532123882524974640383546972703334250180071289663434135544958849656523081985248650710343202769470217342391253807976629911471752642447788061663944930276641968987762346638120586560511839027435547150981527833225197175924454374035224307681127771766486576057171905208746524480477725129525199567421707397449049063936891779349738354845631072739123214648019547232581118055342755748414269684011304463045987462994690350948128879310152454660263721486248365600435867499900568391454522508666342914028219335005414329126288445145585206396142668389065269978552797679745659901210486853677748890443865391315271920611969308829960200739772083995738927977257540817810677902203676197079603108363889883830099921139511939267811608215117467525741569440368274163296398231782452971855716790343353095564135925989874375234096101328009195610968860734989320967538188120338052495839373498804671998259523511143084795636885698967653407941732643846659592297648481775853082691658914854805644687773899052556517467961272533326685470524128608922559065696262234373778617027011172553071983798674460807790202905576126823916638386435806751251220703125
the chance of you getting the right answer is the following mess above
i need a percent
well we can simplify the follwing shit above by saying
3*10^9
/
3.6 * 10^29
i don't care if it isn't accurate
the website/ guy who gave you that question needs medical threatment anways
3*10^9
/
3.6 * 10^29
8.3333333e+37
Give percent

what do you mean real percent
0.0000000000000000001% is a percent
you can't convert it into an actual integer
is that the actual percent?
My own question
For something im making
idk if its against tos or anything so i cant say
against what tos
oh that thing
@west rock Has your question been resolved?
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Could someone helpme with chemistry? or tell me anywhere someone could help me with it
Check network servers
@sick crystal Has your question been resolved?
thanks
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Hello, I am given a cube of each side = 2 and asked to find the points M where
So I understand that this just means that the point has to pass by C and be perpendicular to HG
What bout CB?
Oh
Yea, you're right
what I wrote initially is that it is any line that is perpendicular to HG so any line that passes by any of the sides but that's wrong because then it won't always be crossing C
the answer is that it's all points in the plane (CBF)
But that's just a triangle?
Don't really understand
or how it's any in the plane CBF
CB works as you said but if you take the line CF, it won't ever be perpendicular to HG unless I'm missing something?
Why not
Is that CF?
Yea but moved
I mean making such figures won't do any good right
I'll tell you how to visualize this
Please do
Keep the cube such that FGCB is the base
Or just think comparatively how BF is to the base ABCD
.
I don't understand sorry
yes
So think about AC and BF, are they perpendicular?
Yeah just think it as plane and line relation
Which one
He said the answer is the plane CBF
but it should be the plane CBFG
because CG is obviously perpendicular
I mean it's just notational difference
I bet he meant the same thing just used some different format to say it
Oh CBF means the entire plane and not just the area delimited by the triangle?
Yeah
By limited planes you mean having some specific length
well kind of, like a plane of just a triangle area in space as opposed to the entire plane which has no bounds
is what I mean
I briefly covered them, just need to brush up on them
But I know them. Dont need them for thsi question though
thanks for your help
You're welcome
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How could I formally prove that A and (A or B) is equivalent to A?
No truth tables. I want to manipulate the expression so it reduces to A
x in A implies x in An(AUB)
x in B implies x in An(AUB)
What
Okay, I'm not just looking to prove it. I'm looking specifically to reduce the equation to just 'A'
I guess it would help to introduce 'not B' somehow, but I'm not sure how to do it
Optimally, I would get it down to A and (B or not B) or something
A(A+B)
(AA+AB)
(A+AB)
A(1+B)
A
@merry rock Has your question been resolved?
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- Find the set of definitions of the function.
- Investigate the parity, oddness, periodicity of the function, points of intersection with the coordinate axes, intervals at which f (x)> 0 or f (x) <0.
- Investigate the continuity of the function, find the breakpoints, if any, determine them
type and find the magnitude of the jump function at breakpoints. - Find the boundaries of left and right at the boundary points of the domain and at the points
rupture. - Determine whether the asymptotes have a graph of the function; if asymptotes exist, write them down
equation. - Make a preliminary sketch of the graph.
- Find df
dx. Identify critical points and find extremes, growth intervals and
decrease. - Find d
2
f
dx2
. Find the points where d
2
f
dx2
does not exist or is zero. Find points
inflection, convexity intervals. - Make a table to include the intervals of growth and decline, convexity and concavity, points of extremum and inflection, extreme values.
- Draw a graph
I think that this function is neither odd nor even and that's all.
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If x, y, z > 0 and x + y+ z = xyz probe that
I don't know how to start
@timber pivot Has your question been resolved?
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@timber pivot Has your question been resolved?
My guess is use x+y+z -xyz =0 (eqn 1). Multiply out (x-1)(y-1)(z-1), make eqn 1 look like that on the LHS. You'll have nonzero terms on the RHS, deduce an inequality base on x,y,z>0
So i multiply that then cancel like this?
That's a division by zero. x + y + z - xyz = 0, so you can't divide by it.
I see
What I think they mean is
x + y + z = xyz
x + y + z - yz = (x-1)yz
and then do the same with y and z
until you have your (x-1)(y-1)(z-1)
-yz? How?
expand (x-1)(y)(z)
and then replace xyz with x + y + z
you can do it all in one go that way, actually
I don't know how you get that by multiplying x-1 in both sides, i get squares
you don't multiply x-1 on both sides, you replace x with x-1
which is the equivalent of substracting xy from both sides
xyz - 1yz
(x-1)yz
Oh, i get it know
And with y-1 or z-1 i need to susbtract xy or xz now?
Or i need to make 3 ecuation like a system?
try writing out (x-1)(y-1)(z-1) and then expanding that
start by multiplying (x-1) and (y-1), and then multiply the result with (z-1)
.close
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y=-x^2-6x-8
quadratic formula?
no with factoring
then factor it
I did
you didn't
Ok well how do I solve it from 8=-x(x+6)
you don't
Why
because you didn't factor properly
I just took the 8 from one side
which does absolutely nothing for you
that's not how that works
Why
you're using the zero product property on something equal to 8
Ok so where do I go from 0=-x(x+6)+8
you go back to step 1 and factor it properly
What two numbers mulipky to -8 and equal to -6 tho
remember the equation is = 0 you can do smth about the negative equation
factor the negative and try again
factor it
Yeah I tried
you notice that the equation is negative right?
Yeah
And you can't factor negatives
what
"the equation" isn't negative and you most definitely can factor negative coefficients
yeah
I mean you can't factor -x^2.... atm
yes you can
Ight what’s the correct way
yea by removing ---
I’m confused
Yeah sorry
ok
looks like he just wrote the function and wants the roots
same but whatever
I want the x intercepts
.
How do I do that
remove the negative out of the equation first
by factoring a negative 1?
U did that, but try another way
i trust you can factor a -1 out
by including +8 also
You did factor -x right?
if you can't factor a constant out, you should not be factoring polynomials
try factoring -1 out
Do u divide
you factor
lol
You did 0=-x(x+6)+8, but this time try factoring -1 out, and include 8 in the process
so from 0=-x^2-6x-8,
Yeah I don’t know
This video will teach you the concepts of factoring from the beginning, and go through several examples to make sure you have a solid understanding of factoring before moving on to more difficult questions.
Factoring is a crucial skill to have in high school math, because it will be used in many chapters and units. At the same time, factoring i...
how did u get -x(x+6)?
so, between the three, why not try -1
What 3?
-x^2, -6x, -8
?
factor out -1 from those three, because they are the common factors
what is it?
-2 -4
because it adds to -6
and multiplies to -8
I was saying this earlier but the other dude kept saying factor factor so I didn't get it
now you know when -x^2 is negative right?
how do u mean
bro
i mean, now you know when an equation that needs factoring is negative
oh yeah bro
what do you mean bro
I'll just take that as a typo
I meant thunder
I won't
it is lmao
lmao
no it's not
what r u talkin about
this is sad
i'm talking about your answer
I mean for us it's not, for him/her it is
wait what yogurt
watch this
it is -2, -4
learn
yes it is, but do you know why you need to factor out a "-1"?
because -1*-8 = 8
hm not really, i want you to think bigger
why did we factor out -1 from the -x^2-6x-8?
it is to make things easier finding x
and why is this wrong
thunder said bro
why is this incorrect
cause when it is -x^2, you have to find x and -x smth
oh wait
because (-4)x(-2)
?
it's not -8
oh right
just factor the negative and your way works
the original equation was -x^2-6x-8=0
frick I still don understand
But since it's hard to find the factor of x when dealing -x^2 blah blah
so you gotta factor out -1, so you have a new equation which is
how do u factor the -1
how did u find the answers then?
I I thought it was +8
yeah how is it +8 when you didn't factor out the -1
this was the original eq right? so when you factor out -1 what happens
.
just follow this motto when you're dealing a -x^2 or so, it's hard to explain why you gotta factor -1 out
pls explain it to me
it's not hard
not why but how
you're factoring a constant out
it's just like factoring literally anything else out
factor 2 from 2x+4
just like that
can you write out the whole equation when -1 is factored out?
np take your time
oh sike
is it correct
that;s wrong
no
let's take a step back
write the equation when -1 is factor out
(-x^2-2x)(-4x-8)
that's wrong, and don't separate it yet
don't separate it
X=-4
just factor out -1 from -x^2-6x-8
you didn't, you factor out -x
oh you got the answer right, yes, but that's a hard way of doing it
You realize that's factor by grouping
I just did
yes
AC method
The A term times C term
I did that?
is it FOIL method right?
-1*-8
It's a modified version of factor by grouping
Which way better
depends, but most of the time u do AC or FOIL idk if it's the same
FOIL is to expand
AC is reversed?
Doesn't matter, it all results in the same answer
but in kind of the same terms
Yes
thx
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Don't give out answers, not the purpose of the server
then what should i do
Try and help them....
You teach
ohh i see
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the eigenvector corresponding to eigenvalue +1 should be [1,i] whereas the vector im calculating is [i,1] which i don't believe can be scaled to the correct vector. i'm unsure what's going on here as wolfram is returning my value
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4b) what should my respons be?
i have some idea on maybe converting the equation to quadratic and seing if a>0 or a<0 to see if the graph intersects the x axis
but is there like a easier method
is there a way to derive an answer just based on the vertex form?
@autumn lintel Has your question been resolved?
what's the question?
well it has a minimum above the x-axis, and it has a positive coefficient in front of x^2, so it never hits the x-axis
so the roots are imaginary
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@mellow fulcrum Has your question been resolved?
<@&286206848099549185>
I would rather not open the pdf, is that picture what's in it?
yes
You want to check that?
I made a mistake but cannot find it.
pastalover69
the +1 comes from the 1 infront and the +1 and -1 cancel out and at the end $x^(2n)*2^(2n)=(x2)^{2n}$
Jason Gadewoltz
yes
But I still don't see where the +1 comes from
the 2 infront of the sigma
the one that was there from the beginning
you wrote $2^{n-1+1}$, but it should be $2^{2n-1+1}$, and to the right of the equal sign it should be $2^{2n}$
pastalover69
Yeah, I mean the plus one that should come in the conclusion
Yeah, I will look at it one more time
I am going to try to do it the other way around
I might be wrong, but starting from the RHS gives C(2x)=2C(x)^2 still
hm thank you
yeah sorry if I couldn't be more helpful
no problem thank you for you help
Ok
I think I know
that formula for the binomial coefficient doesn't work for n=0
Yeah, I guess that the natural numbers don't consider 0 in this case
Because if n=0, the binomial coefficient should be equal to 1, but the formula would give 1/2
So if we consider n=0 separately, we have the 0 term $2*(-1)^0x^0*1=2 +\sum_{n=1}^{\infty} (what you have)$
pastalover69
But the first term in C(2x) is 1, so we need to add 1 to compensate
also, in the next to last equal, you shoul have $2^{2n}$, not $2^n$
pastalover69
Does this make sense?
yes I think so
how do you then at the end go back to n=0?
ah thank you
You are welcome
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Yeah that is fine
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Can anyone help me?
Uk what reflexive, symmetric and transitive means right?
Yes....but Idk how to prove it
What does it mean for you??
A relation is reflexive if x is related to x
Symmetric if x related to y implies y related to x
Transitive if xRy and yRz implies xRz
and how we do know to prove it?
how about x = 3?
the relation between x and y is given, all you have to do is replace y with x
you could do that, but it isnt really a way of proving
to check if x is related to x
r u getting what i m saying
A little , can u tell me how to prove it
k ill do the 1st one
to check if it is reflexive, replace y with x
so u get x=x^2
but this isnt true for all real numbers
hence R is not reflexive
understood?
Ohh cool
for symmetric, assume that xRy is true
i.e. x=y^2 is true
then check if that implies that y=x^2 is true
we can write x as y^2
so then we get y=y^4
clearly this isnt true for all real numbers
so R is not symmetric
what is anti symmetry btw?
for transitive assume that xRy and yRz are true and check if that implies xRz is true
if a relation is antisymmetric it means that the existence of xRy implies that yRx doesnt exist in the relation
how can I implies xRz
Check if u can get the expression for xRz from the expressions for xRy and yRz
@inland parrot Has your question been resolved?
i dont know how to check it
z = y^8?
@inland parrot Has your question been resolved?
Im a bit busy rn, ill get back to it later
okay
@inland parrot Has your question been resolved?
Ok so we want to check transitivity
That means that xRy and yRz are true statements
So x=y^2 and y=z^2
We can replace y with z^2 in 1st eqn
So x=(z^2)^2
Hence x=z^4
Now we wanna know if x=z^2
We now know that x=z^4
So we can write z^2=z^4
This is clearly not true for all real numbers
Hence R is not transitive
@inland parrot
what about the "combination" ?
So, a is not equivalence then right
True
how about b and c?
Im not doing those for you
Go ahead and face them with the knowledge thay u have gained
You can use that to verify, but i wouldnt call it a proof
Well idk much about antisymmetry lol
All i learnt is reflexive, symmetric and transitive lol
@inland parrot Has your question been resolved?
GG
@inland parrot Has your question been resolved?
A relation R is antisymetric if "aRb and bRa implies a=b"
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Minimun amount of numbers you have to check to find factos of a number?
From 1 to half the number
oh
the reason why I ask is how do you find out if a number is a prime number
sieve of erathonesis
I forgot how to spell it
needs you to start at a prime number and that’s inefficient
with large numbers
primes below square root of the number is enough
to check if a number is prime?
yep
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Need help solving?
@frail dune Has your question been resolved?
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cos^2(x) is positive in all quadrants
?
you have a solution in each quadrant
you have the solutions in quadrants 1 and 2, you need the solutions in quadrants 3 and 4
mb
wait but I still dont understand what u mean by quadrants
I got the 2 values where are the other 2
.
that might be of importance when learning about trig functions
Well for now can I solve this question without knowing about the unit circle?
if you understand the quadrants, yeah
can you explain
i did square root of 4/9 to get +-2/3
then did inverse cos(+-2/3)
to get my two valeus
how do I get the other 2
by getting the angles in the third and fourth quadrants with the same reference angle
how do i do that..
it's not really of service if i just tell you how to do it while you have no understanding of what it means
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A look at values for sine and cosine of angles in all four quadrants, with attention to whether the values are positive or negative. From the trig lessons in the Algebra 2 course by Derek Owens.
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Hi everyone, i need some help understanding my homework. Is anyone familiar with natural deduction proofs?
I need to proof this f.e. ∀x(Ax ∧ Bx) ⊢ ∀xAx ∧ ∀xBx
@rich dove Has your question been resolved?
How do i ping <@&286206848099549185> ?
You just did, little fella
Well i cant help you with this,sorry. But please wait for another help to come along.
Alright thnx mate
<@&286206848099549185> anyone?
What's ⊢ in this context?
Oh so ≡ (logically equivalent)?
Yeah
What's A and B? Sorry, I find this whole statement is in a weird notation to read.
(from the usual logic and proof that is)
It is predicate logic natural deduction
What I'm used to is: ∀x:[A(x)∧B(x)]≡[∀x:A(x)]∧[∀x:B(x)]. I think this question is a simple truth table sort of thing.
Yeah I haven't dealt with these kind of questions so I might not be of help either. My take on it would be "∀x:A(x)∧B(x)⇒∀x:A(x)" and "∀x:A(x)∧B(x)⇒∀x:B(x)", combining them would naturally yield:
"∀x:A(x)∧B(x)⇒∀x:A(x)∧∀x:B(x)". I'll let someone else help since my way probably isn't the way to go about it.
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@rich dove Has your question been resolved?
@rich dove Has your question been resolved?
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I was confused on what is asking me to do because its asking me to solve for f(x) but i dont know the values to use or steps to take
the answer choices are : f'(x), g(x), e^x, 0, and 1
so then you would set this equal to the other equation h'x is listed as?
and simplify?
lol nvm i got it👍
.close
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I need to find out all x ∈ R for this power series. And the solution should be an interval and I need to clarify if the interval borders belong to the solution.
Where are you stuck?
i dont know what criteria i should use
and how i'd even get an interval as a result
ahh and the circle with the radius defines the interval the series converges towards?
so basically the diameter is the interval range
sorry i have to roughly translate everything
but thanks!
i'll try that criteria
.close
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Help
Circle F has a central angle of 3pi/4 with radius 9 m. Find the area of the segment.
66.79 sq. m.
7.42 sq. m
133.58 sq. m
93.76 sq. m
what have you tried
@vital pasture Has your question been resolved?
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Hi
hola
Can you help me?
i do not speak italian
Okay
PROBLES 1 A COMPANY FOR THE PRODUCTION OF A DETERMINED GOOD, IT WILL BENEFIT THE FOLLOWING COSTS IN A YEAR. RARE FIXED COSTS AT • COST D150 euro FOR EACH UNIT PRODUCED • EXPENSES EQUAL TO F5% OF THE SQUARE OF THE NUMBER OF UNIT PRODOWE 1687500 euzo DETERMINES THE FUNCTION THAT EXPRESSES THE COST HÊNO RIO UNIT, SPECIFYING FOR WHICH PRODUCTION THIS COST AND THE AVERAGE RININO COSTS WHEN MINIKO PROBLEM 2 IS A COMPANY, IN ORDER TO PRODUCE A DETERMINED GOOD, IT BENEFITS THE FOLLOWING COSTS IN A PRODUCTIVE CYCLE: FIXED COSTS COST OF. MAINTENANCE EXPENSES EQUAL TO 0.2% OF THE SQUARE 5000 € 8 € FOR EACH KA PRODOWO OF THE NUMBER De kQ PRODUCTS THE GOOD IS SOLD AT 15 € per ka. IN LOSS OR THE QUANTITY OF Ka TO PRODUCE AND SELL FOR THE MAX UTI LE OBTAIN OR THE LIMITS OF PRODUCTION TO ENSURE THAT THE PROFIT DOES NOT DROP BEYOND 4 OF THE MAXIMUM PROFIT
i understood that less than the italian
this looks like it was OCR'd and then google translated
Problem 1
A company incurs the following costs for the production of a certain good in one year:
- Fixed cost of €1,687,500
- €150 for every unit produced
- An extra cost of 0.75 times the square of the number of units produced
Determine the function that expresses the average cost per unit produced and the production volume for which this cost is minimized; find also the value of the minimized unit cost.
problem 2 has the same ish setup with different numbers, but now we also have a sale price (15€/kg) and we want to find the range of production volumes at which we don't sell at a loss, the volume at which profit is maximized, and the range in which we make at least 4/5 of max profit.
that's how i understand it anyway
@sleek galleon Has your question been resolved?
@sleek galleon it would be great if you could show us the work you've done so far, if any
and also please tell us exactly where you are getting stuck
ok after I send the photos of what I did
okay, yes, please send that
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what is the antiderivative of 1/x, different sources keeps giving different answers
ln|x|
we have the absolute value because we want it to be defined on the negative numbers aswell, just like 1/x
also think about it this way:
derivative of ln(x) is 1/x
but the derivative of ln(-x) is also 1/x
therefore the answer is ln|x|
ok thanks, just that most of the derivative calculators in the internet gives me log ://
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this is basically wrong then?
and if I did use ln instead of log, will I have solve for the definite form through the process underlined, and not ln(e^1+e + (1+e) - ln [substitute 1] like its normally done?
Well, I think that since your bounds are positive, they just use ln(x) and not ln|x|
Also in this case, log is referring to ln.
why does it do log(1+e) or ln(1+e) on substitution and not use ln(x+e^x) since u=x+e^x
From this question, I see that the originals bounds were 0 and 1, right?
But after we subbed in u, those bounds change.
Let's say we have x+1 on the bounds 0 and 1.
We substitute u = x + 1, so our expression is now just u.
We can not plug in 0 and 1 anymore, because those are the values we wanted to plug in for x and not for u.
So we check what we need to plug into u, like this:
0 + 1 = 1, and 1 + 1 = 2
So our new bounds are 1 and 2, instead of 0 and 1.
In the question, you either replace u back with xs and plug in 0 and 1, or you check what the bounds are for u and plug those in.
I hope you understand my explanation, I'm not very good at this
They ask for the arena between x = 0 and x = 1
And that's equal to the area between u = 1 and u = e + 1
yeah ok understand that part now thank you
but for the evaluate the antiderivative, they didn't substituted the u properly isn't it supposed to be u=x+e^x
They never substituted u back again.
They got ln(u), and they evaluated that from u = 1 to u = 1 + e.
is that allowed?
What do you mean?
The bounds for u are 1 and 1 + e.
So they just do ln(1 + e) - ln(1)
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how do i find newtons approximation for just 1 variable?
is its just L(t)= dt+r(t)?
then plug in values?
or do i make this: tln(t) i + (t) j + (e^(-t))k
and then do L(x,y,z)?
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@kind summit Has your question been resolved?
@kind summit Has your question been resolved?
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the range of csc theta and sec theta is (-infinity, -1] U [1, inifity), explain why.
@brave river Has your question been resolved?
Yes, depending on the interval. Looking at a graph in desmos or something like that may be helpful.
ya but like why is it like that 🤨😼
You're trying to go into depth, which I applaud. Understanding trigonometry is important if you want to understand why a trig function looks the way it does.
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if a is congruent with b(modc), is a(modc) congruent with b?
Write a as nb +c and vice versa and look at the congruences and see how they work out
im just wondering in general
Also I that’s not how congruence is expressed
it’s a is congruent to b in mod c
And b is congruent to a in mod c
you write a(modc)
Can I give the answer
Yes but while writing congruence u write it as a congruent symbol bmodc
well yeah of course
but im just wondering if bmodc is congruent to a if b is congruent to amodc
Ya it is
remainder when 4 is divided by 5
Ya that’s 4
Ya
but why do you write that a is congruent to bmodc
Also modulo can also be represented as congruent tonegative number
doesnt congruent mean same?
It means they have the same reminder
when divided by c?
Ya
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@crystal plinth do you have a question?
im looking for the picture one sec
if anyone knows how i get 6 and 3 and 2
thats what i need
i cant find a server where i can get help with electrical engineering but i think you guys can understand this too
well i know of it
That’s what’s been done there
but idk how i can apply it here
......................
@crystal plinth
What’s the answer in fractions
What’s the lowest common multiple of 30 , 20 and 10
dont you get 7 from 10 and not 6 though?