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i need help finding a point on a line of best fit on a calculator
@swift whale Has your question been resolved?
so you have a line of best fit in the form
y = a + bx
and a point with co ordinates (u,v)
sub x = u and y = v
sorry i'm still confused, im using a ti-84 calculator and i have to find a point on an exponential model using a table. i plotted all the points and made a line of best fit and now i need to find a specific point on the line of best fit. i tried trace and calc -> value but got nothing
!original would be nice
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1/1/10
sorry bout the double bars lmao
soooo
ik u gotta multiply it with 10/1 but why
ping me guys
when dividing fractions, you flip and multiply
in this case, you have (1/1) / (1/10) so that becomes (1/1) * (10/1)
^Also a nice way to see it
You multiply by the whole fraction, which itself is equal to one and an allowable math operation, to eliminate the fraction in the denominator.
i get that but
why do we multiply it with just 1/10
i get how 1/1/10 is = 10
Do you mean "why do we multiply it with just 10/1"?
Multiplying a value by it's reciprocal, aka multiplicative inverse, results in the value of 1.
The goal in the math operation you are performing is to eliminate the fraction in the denominator. You do that by multiplying the term by the whole fraction, (1/a)/(1/a).
@midnight haven
YAY thank u
trueee
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hello, ii just need to confirm whether im getting this concept. is this pi over 3?
from my understanding
it gotta be in the 1st and 4th quad
and the only y/x that'll equal that would be 1/2 x 2/2 over root 3
idk if im getting this concept well
tan(pi/3) = sqrt(3)
what
$\frac{\sqrt3}{3}=\frac{1}{\sqrt3}$
Good
@modern island Has your question been resolved?
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my friend and i are disagreeing over this answer, i have 2 pi over 3 whilst he has pi over 6
both of you are wrong
to specify he got - pi over 6
then yeah he is right
how did u come to that answer
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✅
hey one last quesion
is this - root 3
i simplified arccos to 5 pi over 6
its -1/root3
was my first step wrong?
it was correct
that is correct
however tan(5pi6) is not equal to -sqrt(3)
ok i just tried another
2root 3 over 3
i simplified inverse sin of -1/2 to pi/3
sin(pi/3) is not equal to -1/2
still no
well theres two x's that = -1/2, how do i know which to choose?
arcsin(x) has principal range [-pi/2,pi/2]
which two?
erm
nothing in 1st quad can be negative
so it must be 4th quad
and the only y there thats -1/2 is 11pi over 6
😭🙏
arcsin(x) can must be greater than -pi/2 and less than pi/2 or equal
,w 11pi/6 > pi/2
i hate this chapter bro wtf
isnt the limits quad 1 and 4?
11pi over 6 is literally inbetween pi/2 and -p/2
this doesnt make sense to me
someone please uncook me the exam is today
YO FUCK YOU IM RIGHT
U HAD ME STRESSING OVER NOTHING BRO WTF
😭
Someone ban this man
,w sec(arcsin(-1/2))
it's isn't trustworthy
alr so what did i do wrong
you may need to see a video about range of arcsin(x)
ok heres my thought process
lmk when i make a mistake
-1/2 of sin-1
we gotta find a y soemwhere in the pi/2 to -pi/2 range
cuz sin = y
11pi/6 = (root3/2, -1/2)
-1/2 = y that fits the parameters
now where in there did i get it wrong
wait -pi/6 legit = 11pi/6
oh shit u gotta find the smaller one
ohhhhhhhhhhhhhhhh
alr im attempting another
@viscid sierra
root 3 / 2
,w sin(arccos(1/2))
im actually so goated its crazy
genshin impact
cot(pi) is undefined
🦊🦊👉
Yeah it just called me the goat
x is goat🔥🔥
alr i think i uncooked myself
WE LIVE IN CITIES🐺
one more for the road
rule no 1 of sigmahood: sleep by 9:30 PM🙏🤺
hell nah bruh i got 4 aps
in order to stay sigma and have the sigma rise inside you, you must follow all the rules of sigmahood🐺🔥
-pi/4 isn't in the principal range of arcsec(x)
that must be 3pi/4
wait cosine
,w 3pi/4
dogathan🔥🔥
nevermind i was being a silly billy
1 more to make up
this one goes out for the sigmas
🙇♂️🙏
rule no 2 of sigmahood: have at least 16 uncles
luxy im about to traumatize you for the rest of your life
This the default wifi password when new router arrives
uncle shirmaz, uncle rooz, uncle dadash, uncle arash x2, uncle uncle hos, uncle pey, uncle amin, uncle shirvan, uncle tehrani, uncle shahnoos, uncle peyman, uncle kosnet, uncle koobi, and finally uncle eshget
RIP Uncle Dadash 🙏 🕊️
real🗣🙏
Uncles Dadash may rest in peace for he made significant contributions to the rare fish market🐺
you have disappointed the sigmas🐺
chaturbate nation im sorry 😢
to repay the sigmas
is it pi/6
,w arccos(root3/2)
you've been expelled from the sigmawarts
alright
goobye
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fellow radiohead enjoyer spotted
"500 days of summer" typa quote
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List these 3 numbers in order, from smaller to larger: 2^40, 3^28 and 4^19
i worked out that 2^40 is larger than 4^19, because 4^19 is basically 2^38, but I can't figure out whether 3^28 is larger or smaller than the other two numbers
<@&286206848099549185>
Pls help <@&286206848099549185>
this is my homework and it is due soon
i had other classes before this so I didn't have time
Do you know how much is 2^10?
Do it is not hard
Ok so
Do you agree that 2^40=1024 * 1024 * 1024 * 1024
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By Krull's theorem, every element of a ring belongs to some maximal ideal. Which maximal ideal of the ring of integers does 1 belong to?
From what I understand all the maximal ideals are precisely those generated by a prime number
and none of them should contain 1 right?
Oh nevermind I misremembered the result, only non-invertible elements are necessarily contained in a maximal ideal
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pls help
this question is bugging me so much
!xy
Please show the original problem, exactly as it was stated to you, with the entire original context. A picture or screenshot is best. If the original problem is not in English, then post it anyway! The additional context might still be helpful. Do your best to provide a translation.
u should just ask the question
yes
i rather show it
its kinda long
can i video share it?
in like a call
its kinda about lims and inf
?
its for an important exam
well...
i much rather show it
lets assume we are dealing with a f(x) like this
and on the left side we can see it converges to zero at minus infinity,
now consider a y=k where k is equal or lower than zero.
we are asked how many times will it cross f(x)
is it right to say it will cross f(x) once at the right side, but when k is equal to zero it will cross it 2 times
1 at the right side when f(x) crossed the x axies and once at minus infinity????????
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$2yy'=e^{\frac{\left(x^2+y^2\right)}{x}}+\frac{\left(x^2+y^2\right)}{x}-2x$
ƒ(Why am. I here)=I don't Know
how would I even start this

I would guess this is a homogenrous DE
maybe I just differentiate the options
,w $2yy'=e^{\frac{\left(x^2+y^2\right)}{x}}+\frac{\left(x^2+y^2\right)}{x}-2x$
Wolfram Alpha doesn't understand your query!
Perhaps try rephrasing your question?
Click here to refine your query online
jewels!
what
You can rewrite the equation as $\dv{x}(y^2 + x^2) = \exp \left ( \frac{x^2 + y^2}{x} \right ) + \frac{x^2 + y^2}{x}$
jewels!
substitution should be clear now
so if $u=(x^2+y^2) =>\frac{du}{dx} = e^{\frac{u}{x}} +\frac{u}{x}$
Obotron
im still shocked how u noticed that
thanks so much
this i mean
really hope this doesn't bite me when I start uni
thanks again
both of you
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hi, I need help, I literally have no idea how to solve this
Write the equation of the ellipse which has the points A(3, 12/5) and B((5/3)sqrt(5), 2).
I tried inserting the points into the ellipse's equation but it didn't work, how do I even start???
Show your work, and if possible, explain where you are stuck.
ok so they're not called A and B actually but let me show you just the points bc the textbook is in croatian
I tried inserting them into the equation of the ellipse, and tried solving for a and b, but it didn't work
so I'd like if it someone showed me from scratch
<@&286206848099549185>
@gleaming girder Has your question been resolved?
are u sure that's the whole ques?
yes
ohhk
@gleaming girder Has your question been resolved?
@gleaming girder Has your question been resolved?
@gleaming girder Has your question been resolved?
@gleaming girder Has your question been resolved?
@gleaming girder
omg thank you!
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What mistake am i making here?
theres no such rule
When solving the first line in the calculator the result is -0.56458
The second line solved in the calculator is -0.05693
where u ln everything
a+b=c
ln(a+b)=lnc
u wrote lna + lnb = lnc
Okay, got it. I wrote that rule down aswell, i just didnt connect the dots
no problem!
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Need help with how to write the Binomial distribution notation onto google docs
for the n above the x part how would i write that in google docs? is there a format for it like a standard notation or would i just write (n x)?
nCx
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"6. Determine the circulation in two different ways
where ∂Ω is the counterclockwise stripe of Ω:
(a) partly directly, via parameterization of γ (b) by using Green's formula."
i dont really understand the question or what i am supposed to do
can i use a formula here?
@regal sequoia Has your question been resolved?
I think you just need to apply now
Parameteization I think refers to the region Ω to use polar coordinates
okay can i use polar coordinates like x= r cos theta?
r^2 cos^2 + 36r^2 sin^2 <= 36
Wait
not quiet
x^2+36y^2 <= 36 means you are integrating over an ellipse
,,\dd x \dd y = a \cdot b \cdot r \cdot \dd r \dd \theta
𝔸dωn𝓲²s
We can integrate over the ellipse region and then subtract the region with the line x+y-1
or not actually
so
Let's do it I guess
do we need the bounds for r?
yes
and theta is between 0 and pi/2 right?
,,\iint_\Omega f : \dd x \dd y = \int_0^{1} \int_{1-y}^{\sqrt{36-36y^2}} (Q_x'-P_y') : \dd x \dd y
𝔸dωn𝓲²s
brb
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How does this question take that step?
Shouldn't you muiltply first?
Multiply what
The k(2k-1) * (2k+1)
,, k(2k-1) + 3(2k+1) = 2k^2 - k + 6k + 3 = 2k^2 +5k + 3
nyxie9151
If you realize you have a [] there
But he just added those [], they aren't even supposed to be there
No
He factored out the (2x+1)
In the previous step there is a (2x+1)^2
He has (2x+1)(k(2x-1)) + 3(2x+1)^2
You factor out 2x+1 and get
(2x+1)(k(k-1) + 3(k+1))
Now you expand inside the second bracket and get
In which part u are lost
Even if you factored out the (2k + 1) from the (#)^2 shouldn't you still have the other terms (2k+1)(k(2x-1)
Yes, let do this in an easy one
Imagine u have ax + bx^2
U factor as x(a+bx)
Agree?
Yes
Ah yeah I see
Okay but once you have those factors out. Then you'll have (2k+1) (k(k-1) + 3(k+1)) which then you'll just solve inside the () which will lead to 2k^2 + 5k + 3. Right?
Then you factor the 2k^2 +5k + 3
Whats the fastest to factor that?
By just splitting up the 5k?
That depends on what u are used to use
U are not gonna like the way i factor out that
Hahah, I hate the splitting method because if the numbers are larger it gets harder to split
Why is yours so bad
I doubt it
Uhmm might have forgotten
No but dont worry about that, splitting 5x into 2x+3x is really easy
That's true. Anyways thanks for your help!
I appreciate it
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@midnight haven Has your question been resolved?
f is basically stretching out the prime factorization in the numerator by squaring it to give all even exponents, then fitting the denominator into the odd exponents
@midnight haven Has your question been resolved?
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if you have a large disk and a skinny pole that have the same amount of mass and you spin them up to the same RPM (measured from where the shaft connects to the object) would they take the same amount of time to stop rotating when a break is applied?
@silk oyster Has your question been resolved?
so when the breaks are applied, they will exert the same amount of torque on both the disk and the rod
y0shi
so really we just need to compare which has the greater moment of inertia
the one that would have the greater moment of inertia (the disk) would have smaller angular acceleration, and hence would take longer to completely stop as both have the same angular velocity
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im not sure on how to start this problem
what course?
@golden scroll Has your question been resolved?
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Confused on how to approach this exactly
$\int_a^b+\int_b^c=\int_a^c$
they add up so you can do 10-1-5
Ohhh yeah I got the first one = 4
and then for the other one just make it negative and do it
Wait, make which one negative
like flip the bounds and reverse the sign
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are there multiple ways to show r^2 = 2sin(2theta) as an implicit equation?
@hexed folio Has your question been resolved?
!xy
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@hexed folio Has your question been resolved?
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substitution works
t=1+x looks simpler to me
u/√u - 1/√u
not complicated at all
solve individually ig
then integrate those?
yup
oh yea tht works too
how do i integrate u/sqrtu
u/√u = √u
u/√u = √u√u/√u
yea
o i forget
no worries
@rich plinth Has your question been resolved?
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@thorn sparrow Has your question been resolved?
I didn't quite get what you're tryna ask here
ohhh so what you're trying to say is
if you're given a collection sets, you want the collection to be such that their union does not exist?
well the union of any number of sets really just gives you all the elements of those sets such that each unique element shows up exactly once,ie no repetition of common values between them
say A= 1,2,3,4,5
B=2,6,7,8
AUB=1,2,3,4,5,6,7,8
notice how 2 didnt repeat
for the union of a collection of sets to not exist
each of those sets should be a null set
because then, the union of those sets would also be a null set
actually, that is still very much a valid set
it depends upon what you mean by the union of sets to not exist
say set A has all elements for which i^2= -10 (i is sqrt(-1))
and say set B has all elements for which i^3=100
now the union of these sets will not comply with each other, and neither do these sets exist in any practical mathematical sense
so, set A is a null set
set B is also a null set
and their union is also a null set
yup so it depends upon what you mean by the union of sets not existing
because a null set is very much a valid set, it is the set where the number of elements is 0, whatever the reason behind that may be
the reason can be have validity/invalidity/practicality/impracticality, but regardless the null set remains a comprehensible set
:D
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@primal fable Has your question been resolved?
<@&286206848099549185>
are you familiar with the result of tan(A+B)?
I know that exist, its just i dont know when to apply it
Is the answer tan(2pi/3)?
sooo can you tell me how you would expand tan(A+B)?
indeed
tan(A+B) = tan(a) + tan(b)/(1-tanA.tanB)
Why is it when I try to get an exact value of the expression it doesnt equal that
so the entire form can be reduced to tan(2pi/3)
If the entire form can be reduced to that
and you can write tanx=sinx/cosx so there you have, your answer in the form tan, or sine and cosine
If I were to find the tan of 2pi/3 and convert it to decimals why doesnt it equal the answer to the equation
u mean why does it not equal -sqrt3?
Yeah
it is because they are irrational numbers
even if you try to approx them by converting into decimals
you'll always be off by a few
since they go infinitely long after the decimal points, calculators MUST need to approximate them to provide a 'GOOD ENOUGH' value
Hmm
that's why when you substitute it back and convert it into decimals, you wouldn't get the same thing
if it were to converge to something like 1/2 or 1/3, then you would've been able to get your answers to match
So if I were to get the exact value of the equation I should I just follow the simplified tan answer and represent the decimal version of that?
well u can represent in any way you would want to
it depends upon how you're supposed to represent it wherever you're supposed to submit an answer
but if you think about it, seeing the decimal representation of say, sqrt2, one wouldn't be entirely sure of what's it supposed to represent, however simply seeing a (sqrt2) would be enough to tell what you're talking about exactly
otherwise every representation is equally correct, but that's the thing about decimals and fractions when it comes to an irrational number, cuz neither can you write them as some a/b or in decimals with a meaningful pattern after the point
npp :D
mhmmm
Alright
actually it would be better if you confine them to numbers but yeah
doesnt matter whichever is greater and/or smaller
If the equation had negatives instead of positives would it still follow tan(a+b)
Sorry another question
The message above it
Sorry
no problem, no problem
and no, it doesnt matter whatever the polarity may be, negatives positives are all fine
Alright
Then simplifying it a little bit. The formula is tan a-b. If a was 5 and b was -8 . Would the equation become 5--8 then 5+8?
tan(a+b)= tanA+tanB/1-tanAtanB
put a=5 and b=-8
we get tan(-3) = tan(5)+tan(-8)/1-tan(5).tan(-8)
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how do i do this exactly on paper
like@what do i write there
You multiply each sides with (-1)
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what should i consider when substituting u and v when integrating by parts
like which should i choose to be u
bro
LIATE
Usually works
90% times
In this order
Where
L logarithmic
I Inverse trigonometric
A Algebraical
T trigonometric
E exponential
@quick grail Has your question been resolved?
ill try thanks so much bro thanks
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Okay so in this assignment you just have to integrate the function to get the answer. The question i have though is when i should use degrees and when i use radians
Use radians
No
The answer is 47 km^2
I get that with degrees but not with radians
Is the answer wrong then
?
uhmm no
but standard is radian like in most ques we use radian
instead of degree
idk if u calculated it right
show how you're getting that when working with degrees
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oh yeah whoops
minor mistake
minor
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frirst steps on how to solve the equation:
Define the variables. The variables in the equation are:
Alog TFP: The logarithm of total factor productivity
en(T): The natural logarithm of the time period
AT(i): The level of technology in sector i
N: The number of workers in the economy
α: The capital-labor ratio
Tg(i)t: The time spent working in sector i
JTg(i)t: The output of sector i
σ: The elasticity of substitution between capital and labor
Substitute the values of the parameters into the equation. The values of the parameters will need to be obtained from economic data or from assumptions.
Solve for the desired variable. The desired variable in the equation is Alog TFP. To solve for Alog TFP, you will need to use a technique such as substitution or elimination.
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This isint really like help but is there any way to understand straight line graphs and all those other stuff (grade 8)
Got a exam on Sunday finna get cooked
watch khan academy
I lowkey have for like the past few days it ain’t really helping much
It’s like i can’t understand it fully
psot your doubts here
@midnight haven Has your question been resolved?
Which question?
48,49 52,53
Convert each eqn in slope intercept form
Then graph it
And the point where these two lines intersect will give u the solution
@midnight haven u got it?
$\frac{x}{a}+\frac{y}{b}= 1$
Where a is x intercept and b is y intercept
TᖇᗩᑎᔕᑭᗩᖇEᑎT ᔕᕼᗩᗪOᗯ
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What this mean?
Convert them into slope intercept form
For eg -3x + 4y = 12
Divide both sides by 12
And u will get x/-4 + y/3 = 1
I’m so cooked dawg I’m so lost
See the eqn I sent u
There's a -4 below x so mark x = -4 on the graph similarly for y
@midnight haven u got it??
After u mark those two points make a straight line passing through the points
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how do i prove that the sum of an arithmetic sequence is (n(2a+(n-1)d)/2
I recommend this video
Courses on Khan Academy are always 100% free. Start practicing—and saving your progress—now: https://www.khanacademy.org/math/precalculus/x9e81a4f98389efdf:series/x9e81a4f98389efdf:arith-series/v/formula-for-arithmetic-series
More free lessons at: http://www.khanacademy.org/video?v=Uy_L8tnihDM
@midnight haven Has your question been resolved?
thankyou
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Define the sequence {c_n} n in N given by
a) Show that {c_n, n in N} = {-1,0,1}.
Cn = [cos(√n)], n Є No
b) Determine the set of densification points for the sequence {n}ne No. [Of course, it must be proved that all the numbers listed are densification points and that none of the numbers not listed are].
how do i do quesiton b
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hello, a, b, c, and d are integers. how to prove that ad - bc divides a, b, c, and d simultaneously only if ad - bc = -1 or 1
wdym simultaneously
as in divides adbc?
or divides a and b and c and d?
this
ok
soooo
Same for all of them
i mean ad-bc divides a
Yes
That’s what he write
a = (ad - bc)k1
b = (ad - bc)k2
c = (ad - bc)k3
d = (ad - bc)k4
what how
Now try to make ad-bc
3 divide 18 because : 18 = 3k with k=6
to make it what?
To make it appear
ok
With the 4 equations
u mean i have to assemble the equations as one?
Exactly to recreate a new definition of ad-bc
i don't get it
ok wait
i was supposed to come here to teach but i am now learning
i can multiply line 1 and line 4 and then line 2 and 3 and substract them that's what you mean?
Maths someday, you will teach. But first, learn, you have to
Yes exactly
ad = (ad - bc)²k1k4 and bc = (ad - bc)²k2k3
so ad - bc = (ad - bc)²k1k4 - (ad - bc)²k2k3
ad - bc = (k1k4 - k2k3)(ad - bc)² $\implies 1 = (k_1 \times k_4 - k_2 \times k_3)(ad - bc)$
abyssworld
Are you sure you can simplify?
to get rid of the square yes?
We can always simplify by a number like that ?
We don’t have to check something first ?
Is it tho ?
we assume it's not
Yes exactly, you need to specify that always
ok
wait so
If you have the answer let abyssworld finish on his own
what now?
i don't
i'm wondering as well
Oh okay mb
so in the end, $\implies 1 = (k_1 \times k_4 - k_2 \times k_3)(ad - bc)$ means that ad - cd is 1 because an integer times an integer can only be 1 if they're both 1, isnt' it?
abyssworld
i think i saw this question in some olympic exam
Almost yes
both 1 or -1
okk thank youuu 🙏
Nice work 👌
It’s -1,1,2, etc..
no 0.1?
But not 1/2, just whole number
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could someone please help me with this
what are you trying to understand?
I don’t even know where to start
and i’ve watched videos and they’re so many different equations i’m just confused
i just set the answer as incorrect so it shows the work done
i’ll just show you that
oh i see
EGF is the length of the arc that is outside of the part given
In the solution they found the arc length of EF
So the arc length of EGF is everything the circumference of the circle minus the EF part outside of EGF
@sudden pilot
took me like 10 mins to understand this
I never knew how to count the length of the arc before lmao
uh?
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for the sequence, find the limit points, for each of the limit points, find the subsequence...am I right in my approach..? Thanks for helping
@tender cedar Has your question been resolved?
no
React with ❌ to the bot @tender cedar
!nopdf also please
Please post images (such as PNGs or JPGs) of the question rather than other filetypes such as PDFs which have to be downloaded. Non-image downloads can potentially contain viruses or other security risks.
for the sequence, find the limit points, for each of the limit points, find the subsequence...am I right in my approach..? Thanks for helping
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I'm really struggling in trig, not sure how to even begin to solve
Try using sinx and cosx to simplify the fractions up
Yes
It’s tedious hahaha
Here's a better idea factor out the tan(x) from the first expression
And then change CSC and sec to sin and cos
Oh so I replace the tanx with a 1 over each one
Is this correct?
I probably should've shown my work better on getting tan^2x from the sinx/cosx • sinx/cosx
Not quite I think
Dangit
I'm lost on this one
Can you tell me where I made an error?
<@&286206848099549185>
@rancid rose Has your question been resolved?
@rancid rose Has your question been resolved?
<@&286206848099549185>
It seems like you’re almost correct
For the first parenthesis, I see you got “tanx”
You took that result, multiplied it by the second parenthesis, and you obtained “tan^2 (x)”
Compare this to what you wrote as your final answer
Would the correct answer be tan^3x-sec^2x then?
.
@rancid rose Has your question been resolved?
@rancid rose Has your question been resolved?
I think the answer is -1
you have simplified the first parenthesis correct which is tanx
now the second one which is 1+tanx/1+cotx you can write tanx as sinx/cosx and cotx as cosx/sinx and by simplification you get tanx
so the final result is tan^2x
which is now tan^2 x - sec^2 x = -1
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is this wrong or what?
there's 8000 from below and there's 1000 from the gravity, why not 70 m/s²?
The contact force includes gravity I think
But anyways use Newton’s 2nd law
F = ma
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Can someone help me, I can see that dil f>= sup_x dil_x f but i'm having a bit of issue proving the other direction. Also what key metric makes it so that it works on R but not on S^1 while inheriting the R^2 metric
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@near otter Has your question been resolved?
?
u right
Aak in math stack
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Find the domain of $\log_{\left[x+\frac{1}{x}\right]}|x^2-x-6|+^{16-x}\text{C}{2x-1}+^{20-3x}\text{P}{2x-5}$
yajat
my answer is $x={3,4,5}$ but the answer key says its $x={4,5}$
yajat
no your function is not defined for x=3
you cannot have a 0 inside the log function
substituting 3 into x^2-x-6 gives 0
no worries
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I'm studying the extremes of the following function and I'm required to use elevation curves: $f:A\to\mathbb R;|;f(x,y)=2x^2+y^2,A:={(x,y)\in\mathbb R^2;|;x^2+y^2\ge4,|x|\le4,|y|\le4}$
Leo, ze FluffBøt
I mapped out A on the xy plane (a square with side 8 centered at the origin with a circular hole of radius 2 in the middle) and noticed that in A we have no critical points
So the extreme points must lay on $\partial A$
Leo, ze FluffBøt
I found the general elevation curve: for $c>0,{x^2\over{c\over2}}+{y^2\over c}=1$
Leo, ze FluffBøt
@midnight edge Has your question been resolved?
So what are you trying to do. I wouldn't use elevation curves to find extremums