#help-33
1 messages · Page 30 of 1
Don't forget to add the unit which is metre
And yeah your answer is correct but it would be 8.9443m
Cause we add one to the final decimal if the final digit of the decimal is greater than 5
It is approximation
hmm weird doesnt accept it as correct
oh it finally went through
thanks for the help
.close
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I set up a matrix for this and got
[1 0 0 0 0 0 0]
[1 2 4 8 16 32 2.9]
[1 4 16 64 256 1024 14.8]
[1 6 36 216 1296 7776 39.6]
[1 8 64 512 4096 32768 74.3]
did i do something wrong because a5 seems to be a free variable when solving this
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what's the difference between max(f(x)) and sup(f(x))?
the max might not exist over a given set
wdym?
for m to be the max, there needs to be a point y so that f(y)=m
such a y might not exist
think of the function f(x)=x on the interval (0,1)
this doesn't have a maximum
it has a maximum but just for (0,1)
ah ok u see it like that
then let's see :
f: R -> R
for all x€R, max(f(x)) = m
for all x€R, sup(f(x)) = s
are m and s equal
Same question
you can't pick x and then do a maximum of the now fixed value f(x)
or well you can, but it's definitely not what you want
i'm not talking about the maximum but the function max()
in what case one can exist without the other?
What's the difference
The max may not exist
An example was given above
when we talk about maximum we have to precise if it's local or global
a maximum is just a special type of supremum; if s is a supremum, then its also a maximum if there is an x such that f(x) = s. If theres no such x however then its just a supremum and not a maximum
so sup can exist without the max
yes, like the example I gave above
i don't really got your example
you said that there's no max in (0,1) but more me it's just 1
I thought a guy called max would know more about maximuma
but 1 is not in the interval
take the function f(x) = x in the domain f: (0, 1) -> R
whats the supremum of this function?
1
but can the function ever take the value 1?
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i graphed this out
but im not sure which would be the best answer
Show your work, and if possible, explain where you are stuck.
just graphed it out
@gaunt gulch Has your question been resolved?
<@&286206848099549185>
@gaunt gulch Has your question been resolved?
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Hello I'm currently having trouble understand what data set would be good to analyze and create a cumulative distrubution function for
@noble ore Has your question been resolved?
@noble ore Has your question been resolved?
this is too vague. are you working on any specific problem
Right now for a project
i need to find a data set to make a cdf for
And was wondering if theres any suggestions u may have
@noble ore Has your question been resolved?
Kaggle.com
You can get dataset from here. Hope it helps.
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idk whats the command
Too late
.close
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I cannot find a way to get my tangent lines right. Like how do I know where my second point for it is at? I only have like 1 or 2 tries left…
@carmine oyster Has your question been resolved?
<@&286206848099549185>
Find the equation of the tangent line by using the derivative to find the slope
Then choose a point other than the one on the curve that satisfies the equation
@carmine oyster Has your question been resolved?
When I plug -2 in I get -12
So I now have (-2,-12)
So I use slope formula for that point?
Then I can plug in something to satisfy that?
Is that what needs to go down
@carmine oyster Has your question been resolved?
@carmine oyster you have (-2, -12) as the point, and the slope of the tangent line is given by the value of the derivative at that point (which you've already found)
Tysm
@carmine oyster Has your question been resolved?
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Plob_lonst
It's the sum of all a
well is there any restriction to x or y ?
Not that i would know of
.^
Since there's no restrictions for the values of x, there's a line of possible values
To verify, make x = 0
then you get that y must be equal to 16/5
from a6 you have 16 = 3x + 5y = 0 + 5 * 16/5 = 16
so it checks out, and then the Sa7 is just 336/5
I mean no
The answer is 66 so it can't be 67.2
I know i said there's no restrictions for the value of x, but why would x=0, x can be anything as long as the equation stays true right.
I'm going to ask my teacher tomorrow about this, but thx for the help man.
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can someone push me in the right direction for this? im not sure what step to make
i feel like im forgetting/not understanding somehting?
you could perform a u-sub here
u= g(x)
du=g'(x) dx
no you're awesome
so i've gotten 1/(g(x)^2-4) du, when taking the anti derivative, isn't that just ln(g(x)^2-4)? but that would make it difficult to find the answer without a calculator
don't you mean 1/(u^2-4) du?
also do not forget the bounds 0 and 1 change
yea i got that but then changed it back to g(x)^2
why would the bounds change in this instance?
when you perform a u sub on a definite integral, the bounds must change
how do they change you might ask?
well you have to perform the function you substituted on the bounds
so put in the 0 and 1
for example, the lower bound 0 will change to 6, because we have to perform g(x) on 0, since we let u = g(x)
and the upper bound 1 will change to...
5
yea
we can make the integral look more proper by multiplying it by negative one
doing this will flip the bounds
so no will we get - intergral from 6 to 5 of 1/(u^2-4) DU
- intergral from 5 to 6 of 1/(u^2-4) DU
the bounds before were 6 to 5, multiplying by negative one flipped them
damn
alright, im gonna give it another try then
wait, so when you say 5 to 6, do you mean it like this?
isn't that read as from 6 to 5
reading math is a bit confusing at times
anyways do not forget the negative sign
originally it was 6 to 5
but that negative sign we added changed it to 5 to 6
yup
no because of the exponential
you have to use partial fractions to solve this
also since 4 is a perfect square there is a neat formula i would use
if you are stuck you can refer to this
dont forget the minus sign
yea im just reviewing partial fractions in my textbook, thanks be being helpful and patient
ok well once you find the antiderivative, subtract the antiderivative at u=5 from the antiderivative at u=6 and you should get your answer
thanks! I'll close the channel to not take up much time. should be good from here, thanks
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no problem!
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need a little bit of help on this
this function is only continuous if the pieces agree where they meet (that is, they agree at x = c)
so you want to find for what values of x the functions are equal
Yea so I tried setting them equal to each other
and what happened then
what is 5
C that makes it continuous everywhere right?
yes
So what do I do if I have to different answers once I factor
then there's 2 possible values for c
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Prove 1+1 = 2
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Hi please help me
How do i do thiss
I failed my exam 😂
I used google translate to translate it
It wasnt on english
This is original
$binomial
Idkkk
@tight lance
<@&286206848099549185>
Do you know Pascal's triangle?
Ummm i saw it before
what is the question ?
But didnt learn it
Here
Ooooooo
What do i do with it?
Do you you see how it is calculated and that the entries are just the binomial coefficients?
Mhm
e.g. $(a+b)^2= 1a^2 + 2a^1b^2+1b^2$ from the second row
Landau08
Landau08
Ohhhhhhhhhh
So i use that one
can you tell what i must be?
Hmmm
No 😭 im so bad
Do you understand why binomial coefficients come into play?
Uhhhh no
I know to do
(N
K
And
Tk+1
But not this
The binomial coefficient tells you how many ways there are to pick k from n elements.
Ohhh
when you multiply out the n brackets (a+b) in (a+b)^n and want to count many times you get $a^k b^{n-k}$ you pick k times a an (n-k)times b
Yea
Landau08
Compile Error! Click the
reaction for more information.
(You may edit your message to recompile.)
so the the number in front of $a^kb^{n-k}$ is just $\begin{pmatrix}n\k\end{pmatrix}$
Landau08
So its (21)
3
?
21 * 20 * 19
3 * 2 * 1
you want to find i such that $21 = \begin{pmatrix}i \2\end{pmatrix}$
Landau08
Oooooooooo
have you found the 21 in Pascal's triangle that is an alternative way to compute binomials?
15+6?
can you read off what i is in that row?
Whole row?
Where is i there
Sorry im dumb im taking ur time 😭
Wait I'll draw something...
Kk thc
Ohh
So its 5?
(5
3
in which row does the 21 appear
Ohhh
So its 7 - 1v
?
right 7-1=6
(6
3
right
6 * 5 * 4
3 * 2 * 1
6 * 5 * 2
3
indeed $(a+b)^7=a^6 +7a^5b + 21 a^4b^2 + \cdots$
Ohhhhh
So thats the result?
sorry I meant 7
Landau08
Oooooo
it's in the eighth row and because you start counting wich i=0 that corresponds to i=7
you can check:
Ohhhhh
So (7 )
0
$\begin{pmatrix}7\2\end{pmatrix}=\frac{7\cdot 6}{2\cdot 1}$
Im so baddddd 😭
Landau08
$\begin{pmatrix}21\end{pmatrix}=\frac{7\cdot 6}{2\cdot 1}$
zizela
Oh
so what is i?
Hmmmmm its 7?
That's right.
Ohhhhhh 😮
So i just write this and its correct?
Or i need to show how i got it
indeed and $(a+b)^7= a^7 + 7a^6b + 21 a^5b^2 + \dots$ has at its third coefficient a 21
Landau08
Thats results?
the row in the triangle was not finished, I was just lazy, it continues as follows:
Ohhh
But on exam i would need to write this?
.
there was also a typo...
Oh
$(a+b)^7= a^7 + 7a^6b +\underline{21} a^5b^2 + 35a^4b^3+35a^3b^4+21a^2b^5+7ab^6+b^7$
Landau08
Oooooo
as I just asked wolfram alpha so I don't commit any more typos
make sure you read the wiki article on the pascal's triangle: https://en.wikipedia.org/wiki/Pascal's_triangle
Will do thx so much
that graphic contains all you need
Thxxp
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I’m not sure how to do this
angle chasing?
Basically you need to find the angle to find the area of that sector
thats what im stuck on
I dont know how to find the angle with the information given
draw a line in the middle of the sector
so you get hypothenus + r = 40
actually just do arcsin on it
if I drew a line through the middle, wont the line also be 40
like draw it first and send
what is the length from the origin to the origin
40
no origin to origin
if you are talking about endpoints on the line
between the centers of the circles
oh
28
wait
16
no its 28
ok so I did ((sin90)/28) = ((sinx)/12), 12((sin90)/28)) = sinx, sin^-1(12((sin90)/28))) = x
then multiplied x by 2, found the area of the sector, then subtracted by area of circle
but its not correct
how much did u get as an angle of the sector
.786 radians
huh i got 0.886 radians
let me try again
i got the same thing again
i did it in degrees and got the right answer
thanks for helping me figure out what to do
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I'm stuck Rational exponents: Negative exponents and fractional bases in Aleks. Essentially my question is how do I know to answer either whole number or faction
@sage gate Has your question been resolved?
I got passed the section but I'm still a bit puzzled not a big deal to get it answered tho
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can someone help me on how to do this?
@quick willow Has your question been resolved?
,rotate
any thoughts or attempts so far?
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i dont get it
its basic physics
but i cant get -14
i tried adding, even tried multiplying the 6
what am i doing wrong
You should be fine. 1.5x6=9
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Can someone help me with this?
try contradiction
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Just want to confirm that this is true
it is true
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I got all the possible angles
And called ? X and ths other angle y
X+y =140
Also tried to construct another equation through the triangle in the right corner but I ended up everytime with the same equation
I suspect Pythagorean theorem somewhere, cuz since it’s a square you can Pythagoras to equate the sides of the square and that’s how you can form a relationship between a lot of the sides
I didnt Try anything related to sides but will give it a shot
Also if u solved it plz consider telling me the answer ASAP
Sorry but I did not solve it.
But I also suggest doing the angle to side ratio stuff. Like tan(80) = A/B, that kind of stuff. Maybe something cool will happen when you isolate A from all the equations and equate them?
130 if I’m not wrong
I did the calculations in my head
Lemme just check
Idk the answer
It should be 130
How did u solve it
I just took all angles of a square to be 90
So if you calculate each unknown angle using that you can get it
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50+unknown=180
law of cosines
@celest sandal Has your question been resolved?
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Hi guyz
wolframalpha easily answers your query
Can you tell me how to do it tho?
I am not here for answer
,w graph 1/(sinxcosx)
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I need help with question 14
@tacit bear Has your question been resolved?
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I am stuck on how to do the working out for XxX^1/4. The textbook answer is X^5/4
,tex \factoid original
I’m sorry this is the first time I’m using this
Write in index form
And simplify
I’m stuck on the process from this to the answer
<@&286206848099549185>
? I will try
I got to there and then got stuck because the answer has 5 over 4
Ig you will have to memorize this one
Probably a good thing
I’m still so confused because the answer is x to the power of 5 over 1
OOOOH
Thats incorrect. It should be 5/4
These are 2 properties you have to memorize
there are few more such as negative exponent, but you probably know them
I just haven’t done this for like a year and there wasn’t an example in the textbook
It's ok. Nobody remembers all identities.
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i have a pdf given as in the picture by f(y)
where does the constant 0.2 come from when they integrate it to get the cdf
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utilising f=ma formula, rearranging for for f/m =a , how can i apply the forceS?
as they are two
what should i do with them ?
currently got f/15 =a
but idk what to sub into gf
f
!physics
mechanics is a part of physics lmao
nonetheless it gives you what the forces are
sum them and divide
and im learning mechanics part of UK A Level mathematics, divided into Pure,Stats and mechanics, therefore its pretty normal to ask this sort of question here. Dont know that guy is sending that command
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Let $H$ be a normed space in which the norm satisfies the parallelogram law:
[
\norm{u+v}^2 + \norm{u-v}^2 = 2\parens{\norm u^2 + \norm v^2}\quad \forall u, v \in H
]
Show that the norm comes from a positive definite sesquilinear inner product
Any first ideas?
something something polarization identities maybe which I always forgot what they are
from what i did
the parallelogram law does show that (u,v) is an Hermitian inner product
just took the complex conjugates
but now, we need to check for the linearity don't we
this seems a bit difficult
wtf
how in the hell do you show full linearity in the first variable
maybe first just additivity
then scalars in Z, Q and then by continuity in R
not sure about the jump to C
@still temple Has your question been resolved?
yeah one second i actually have something in mind maybe
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Just need it to be solved wanna see if I got the right answer
what did u get?
2 8
huh fr?
Bro I would be surprised if I got it right the way I did it
how did u do it
Wanna show your work? Maybe we can fix it
Well I got loge (4x-3) to equal loge x+1
I was able to solve it to 4/3
Then I put 4/3 into loge x+1
Then I got 7/3
Now that’s where I am stuck
You so want to calculate the intersection point C, right?
The question you posted was about A and B
No find a and b
Ok so then you have to set the equations equal to 0
Yes I noticed when I was doing it I was finding c
Oh ok
For the point C you set them equal to each other:
log_e(x) + 1 = log_e(4x-3) and solve it
is it not ln(x) + 1?
Log turns to in
i think so since the answer you get better matches the picture
Yeah so, that's true, but a different function
log_e(x+1) is different from log_e(x) + 1
From the picture you know that the y-coordinates from A and B are 0.
So if you get the correct solutions, the points will be (x,0)
Yeah
Try to solve the equation for A again. You'll need to use this property in the calculation: e^(a+b) = e^a * e^b for some a and b.
So i need to use this?
I don't think you need it for B
Just for A
So we have
log_e(x) + 1 = 0
How can we get rid of log_e(...) ?
We need to apply the inverse operation of log_(...)
Which is e^(...)
So we apply e^(...) to both sides of the equation
Then we get e^(log_e(x) + 1) = e^0
Ok
Then we use e^(a+b) = e^a * e^b
To get e^log(x) * e^1 = e^0
e^(...) and log_e(...) cancel
So we have x * e = 1
And x = 1/e
How would this part look like on paper the ^ are kinda throwing me off
The log part is in the exponent of e
e raised to the power log(x)
Because " e to the power of x" and "log_e(x)" are inverse operations, when you combine them, you get the identity operation
So e raised to the power of log_e(x) is actually just x
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how do i do this
If z is a root then so is z*
what is z*
conjugate. if z=a+bi then z*=a-bi
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what are the restrictions for inverse tanx
like vertical asys
,w plot arctan(x)
No vertical asymptotes
Inverse tangent is not the same as cotangent
i mean sin *
wut
my whole life was a lie if this is true
,w define inverse tangent
tan and inverse tan
so both of them are sin/cos ?
ok lets say cos
my book says tan x is continitous
doesnt cos have a limit
pi/2
No. Watch the video
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i did and it didnt answer my questio
Yes
i still dont know whats the difference lol
how their domains/ranges differ
@main idol
k thx
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can someone help with this question?
!status
What step are you on?
1. I don't know where to begin
2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
I'm pretty sure my method is wrong;
If someone could guide me through the whole thing that would be great
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Hello
@subtle glen Has your question been resolved?
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I need a swedish person if possible here is the question (Picture)
But it translated to A frame has the shape of a rectangle, with length (3x+y) and width (y) cm.
Write an expression for the perimeter of the frame, then simplify the expression.
whats the formula for the perimeter of a rectangle
idk what perimeter is I just translated it
then how'd you do the question
thats area
I don't know
its 2(length + width)
I kind of need a swedish person here lol
If google translate is accurate,
Kan du formeln för omkretsen av en rektangel?
ok
so
Längden
holdo n
The length
is
(3x+y)
and the with
is
(Y)
and they want me to get the circumference and make the equation easier
@still temple
dude
Im mentally stupid
I just need to get the answer
The perimeter of a rectangle can be expressed as 2 * (length + width). So the perimeter of this frame can be expressed as:
2 * ( (3x + y) + y ) = 2 * (4x + 2y) = 8x + 4y.
Ok
(3x + y) + y
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wouldnt the answer be R excluding the number that makes l1 = l2?
what is consistent
when theres a solution to the system
ty lex! After i row reduced i got
1 -3/8 | 3/4
0 -36/8 -k | -7/4
so now im doing -36/8 -k = 1
I don't follow
This system has no solution if the lines are paralell
so you just have to check that
i got 9 /2 by cross multiplying the coeeficients
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I think you need to make factors and then cross out everything.
@exotic terrace Has your question been resolved?
@exotic terrace
22^2 * 55^2 = (22 * 55)^2 = 1210^2
10^2 = 2^2 * 5^2
Go from there
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should i consider the x intercept of the red line -0.5?
Check the scale of the graph
accidentally wrote y 😅
See for yourself - there’s already points with integer coordinates on the graph, so you can find the equation and thus the x-intercept algebraically.
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I'm stuck on 1c. All I wrote was
"Suppose a and b are integers and a > 1, b >1"
However I'm not sure how to go from there. How would I prove gcd(2a,2b) = 2gcd (a,b)?
Okay I wrote some more
"Let c = gcd(a,b), therefore c divides a and c divides b" but idk if im heading in the right direction?
its a good start yes
- Suppose a and b are integers and a > 1, b > 1
- Let c = gcd(a,b), therefore c divides a and c divides c
- a = kc, and b = lc for some non-zero integer k and l.
- Substituting into gcd(2a,2b) --> gcd(2kc, 2lc)
now I'm stuck
<@&286206848099549185>
nevermind I got it
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@somber ridge Has your question been resolved?
@somber ridge Has your question been resolved?
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how do i do this?
fundamental theorem of calculus
,tex \ftctwo
Umbraleviathan
Shit don't kill a homeless man now
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help
@lament valve Has your question been resolved?
<@&286206848099549185>
😦
@lament valve Has your question been resolved?
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anything epsilons is usually positive
Can we prove that L=M
by saying |L-M| converges to 0
and is that what this proof is saying?
well we are assuming |L-M| is positive and then arrive at a contradiction
cause it has to be smaller than 1/5th of itself
can we do a direct proof that L-M -> 0?
I mean L-M is a fixed expression
nothing converges there
or well, it's constant and converges because of that but I doubt that's what you want
can we say that an - an converges to zero?
and therefore for an limits L, M
their difference has to be zero
well you are using there that you can pull limits apart
lim a-b = lim a - lim b
if you know that, ok. if not, then you need to do something like in the picture
and like they mention, usually you would prove uniqueness before proving those rules for limits
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G(x, y) = ((y^3)x − xy + 1, y − 2x + ye^x)
how can i calculate ∂H2/∂x being H2 the second component of H = G o G
chain rule and coffee
coffee? 
so is it like ∂H2/∂v times ∂v/∂x
riemann
i forgot to mention that in the exercise its said to use the composite function derivative theorem
what is that
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Did I do this right?
$\sqrt{x^2-1} \neq \sqrt{x^2} \cdot \sqrt{-\frac{1}{x^2}}$
Civil Service Pigeon
Idk if you meant to divide the numerator and denominator by $x$ or something else
Civil Service Pigeon
Better?
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i keep getting
3 sqrt 2 / 2
i dont get 2.1
im using a Ti-36x Pro
what am i doing wrong?
see the only way i get it is if i use my dumber calculator and i type
sin 45 equals
then times that by 3
my "better" calculator keeps giving me 3 sqrt 2/2
no matter what
even when i do
sin 45 equals on my "better" caluclator i get
sqrt 2 over 2
@stable path Has your question been resolved?
that’s approximately 2.1
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im pretty sure you set up an augmented matrix and row reduce
yes I did
I end up with
1 0 -2 -1
0 1 1 0
@sleek adder
I just dont know what to do after. Im assuming
there are infinite vectors
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How do I know how to plot these points? I tried doing the question and the answer is completely different from the answer keys
@minor forge Has your question been resolved?
@minor forge Has your question been resolved?
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Hello, I am having some difficulty with this question. It was my first day of the new semester today i just need a refresh. Thanks!
<@&286206848099549185>
