#help-17
1 messages Β· Page 168 of 1
THATS WHAT IM TALKING ABOUT! YESSSS
π
Its okay
Youre smart and thats all that matters
I feel like ur tryna be that jordan guy
WHAT
I will help you
OMG
@hollow acorn
hmm
What's your issue?
apply implicit diff on both sides f(g(x)) = x
I just dont know how to solve for inverse derivative
and then get the formula for g;(x)
What's the question you want resolved
Ohh okay
I think sophia almost got it
but
basically
^
This is the question
You beat me to it
do this
and you basically get
f'(g(x)) * g'(x) = 1
so g'(x) = 1/f'(g(x))
in this case, we plug in x = 2
Interesting. Yes, try to apply g() to the function
OMG thats the formula i used for the last questions
in particular @hollow acorn what is f'(x)
5x^4 - 3x^2 + 2
Riiight
Hold on give me a second im laughing bc im so embarrassed
yes
YESS
now what is 1/f'(1)
OH MY GOD
YOURE A GENIUS
OH MY GOD
THATS THE ANSWER
SHUT UP
OMG
OH MY GOD
I was just guessing
NOT LIKE I went through all the steps π
why is bro so surprised
OH MY GOD
Im genuinely tearing up
Thank you
Im so thankful
I was going crazy
Oh my god
SEEUOUSLY THANK YOU SO MUCH
OMG
π
okay
π
i think i owe you my life
can you put that in monetary terms (I'm broke)
Why is whatever u did so much easier than what ive been doing
I only have 50 dollars to my name
Oh my god
lowkey $50 is at least 7 meals
Im actually crying rn thank you so much π
oh canadians suck
what have u been doing
Why are you the best
I DONT KNOW
ITS CRAZY
i like
I solve for x by making it equal to the a value
Then
I find the derivative and then i use some crazy formula
But
yeah that's finding x s.t that f(x) = a
Sometimes i get two answers if i do it like thatβ¦.
and since it is injective, it's unique x
Im giggling
Idk what that means
But thank you.
average canadian education
I feel like youve actually saved my life
if you lived in america, you wouldn't need me to save ur life
π
we got the best education system
Its also my fault i gave up on my hw because it was too hard
nah don't blame urself
And now im getting the amazing experience of dealing w the consequences
just whatever you do
don't go to the university of waterloo or u of t
π
I was gonna go to ubc
But im giving up on calculus because i choose happiness.
So i dont wanna go there anymore
β€οΈ
dawg what
U made me solve for f(1) and then fβ(x) and then fβ(1)
And then inverse? Is that right?
in general
π€
if g is the inverse of f, then g(f(x)) = f(g(x)) = x
Sure!
sophia nods yes yesβ¦ that DOES indeed seem to make sense! π€
so g'(x) = 1/f'(g(x))
this is a math server π
Youre too good.
I feel like youre the creator of this concept tbh
Thats how good u are
ty but no π
Trust me⦠i know the truth.
Omg
IM GONNA TRY UR METHOD FOR THE NEXT QUESTION
but it looks kind of crazy
Im actually scared
Omg you want me dead
I just wanna β¦
I just wanna become a professional esports player
my friend could prob beat u in both val and fortnite
OMG FORTNITE
IM SO BAD yet so goodβ¦
WAIT
back in my glory days
This is kind of embarrassing.. but
like when fortnite dropped
I have to ask.
What is tan(pi/2) π
Its iver for me
let's go through this q
what's tan(x) = ? in terms of sin and cos
Uhhh π€ sinx/cosx! (IS THAT WHAT UR ASKING IDKh
yes
now what's sin(pi/2)/cos(pi/2)
OH MY GOF IM so impressed with myself
undefined fr
You got me there!
Yes!
Perfectβ¦
Omg
Oky
Okay
So
THEN F(1) IS 4 FOR THIS NEXT QUESTION
S lowkey instead of 10 messages
you can use one
to say the whole thing π
that's why lowkey u of t can be a good fit
Im sorry nosqldb
Ill do better.
Lemme find the derivative
Ohhhh
Uhh
Ive got a rllllyyy good question
π
^
WHATS THE DERIVATIVE OF TAN OH NOOO
wait. Ill check my derivatives sheet.
Sec^2x
OKAY NEXT STEP
fβ(1)
lowkey sophia (S)
S just finish up the problem and lmk when ur done
you can send me a dm
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a group of spirtiners ran for 10km on a bearing of 30 degress to a finsh line
find the ditsance north and east they ran
10 km is the diagonal and 30degrees is the bottom left angle at start then use soh cah toa to figure out the other distances
Use trigonometry
oh ok how do i figure out what trig to use if i only have the hypotenuse?
U have the hypotenuse and an angle
wait is it the h
U have the angle
Ye
The north bearing...
Yeah but how do i know idk which SOH CAH TOA
Think about what you have and what youβre trying to find
no need to be rude π
Itβs ok Rita this is how men who like math are unfortunately
But I will help you β€οΈ
Sorry if that come out as rude but like its really a basic skill π
Thank you!
ok for u it is but not everyone is good at math bro
Rita what year of math r u in
Year 11
As in 11/12 or 11/13 (UK)
im trying to get help not talk about how bad i am at math
@finite mist Were u the one helping me before w numerical analysis
Here's
U need to use two out of SOH CAH TOA because youβre trying to find two more sides of the triangle
Or you can find one and then use Pythagorean theorem
I hope this help
To find the third side
Did u read what I said
yes
Do u know what soh cah toa stand for
yes
And what sides do you not have relative to the hypotenuse
O and A
Ya
great! Thank u

Question: u know cos60 * 10 and sin60 * 10 but which one result in north and east?
why when i put this into my caucloat it turns into a decimal
Itβs 60 he made a mistake
i mean MINUS
MINUS NUMBER
are you in degrees or radians
im not sure
Wait
Cos 60
Itβs a 30 60 90 triangle
Huh
Check ur angle unit
Do yk the properties of a 30 60 90 triangle
No
what is that
Did u take geometry
its in ur calculator setting
Send a pic of ur calculator
cos 60 deg = 0.5; cos 60 rad = -0.9 thats why u get negative
Like fully I wanna see all the buttons
Press MENU
Click shift and then menu
Change the angle from rad to deg or degree
To deg
A
Ok
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3d
i think you should start with polynomial long division and then go with $\omega = re^{2\pi/n}$
artemetra
try equating the coefficients of a,b,c
@slim oracle Has your question been resolved?
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Are trigonometric functions not functions? They have more than output. Eg cos(0)=2 pi*n which is an infinite set
,w cos(0)
they are called trignometric ratios
No idea what you meant by cos(0) = 2pin being an infinite set
Oh
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I'm not sure how the solution is obtained
So what I have so far is, f^-1(5) = 3
and f'(x) = cos(cos(4))^3
Derivative of inverse function is 1/f'(x)
What is the value of derivative of the inverse function at f^-1(5)? i.e. 1/f'(3)
is it?
It should be [
\9{\6{f^{-1}}x}' = \41{\6{f'}{\6{f^{-1}}x}}
]
so use the fact that $\6f3 = 5 \Implies 3 = \6{f^{-1}}5$ and the answer to a) should be direct
is it though? they are saying g(x) = f(x+2)
so 5 + 2
g(3) = f(5)
ye
f^-1(5) = 3
I don't know how to relate it to g^-1(5)
g(x)=f(x+2)
g^-1(x) = f^-1(x+2)
Can you inverse function both sides like that?
wait wait wait
if the functions are equal then their inverses are equal too yes
g(5) will mean f(3 + 2)
π«
if they did intend to make it mean that
supposedly but you dont know anything about 7 here, so not sure what they want u to do
oh wait
So $g^{-1}(5) = x$ which implies that $5 = \6gx$ but we also know that $\6gx = \6f{x+2} = 5$ and $\6f{x+2}$ is equal to 5 when $x = 3$. So $g^{-1}(5) = 3$
mind blowing stuff
yea took me a bit too
sorry i messed up this i meant x = 1, because f(1 +2) = f(3) 
So $g^{-1}(5) = x$ which implies that $5 = \6gx$ but we also know that $\6gx = \6f{x+2} = 5$ and $\6f{x+2}$ is equal to 5 when $x = 1$, because $\6f3 = 5$. So $g^{-1}(5) = 1$
this is definitely correct now
is this understandable by you though jasmine?
g^-1(5) will equal some value x.
So g(x) will equal 5. (Inverse function property)
g(x) = f(x+2) = 5
We know f(3) = 5 so that particular x = 1
I guess so
yeah
exactly
alright so now
we differentiate g(x)
we have g'(x) = f'(x+2)
we know $f'(x) = \6\cos{\6\cos{x+1}}^3$ so $f'(x+2) = \6\cos{\6\cos{x+3}}^3 = g'(x)$
g'(1) = f'(3)
is this fine as well
ye sure
function transformation basically
do yk how to solve this now
Let me recap it
g inverse of 5 will produce some value of x.
By using property of inverse functions, g of this value of x will equal 5.
yes
i.e. g(x) = 5
But we know that g(x) = f(x+2)
yes
Equating f(x+2) = 5 and given that f(3) = 5,
x+2 = 3
x = 1
yeppie
We have found this value of x = 1 such that g^-1(5) = x
So now the derivative part.
g(x) = f(x+2)
yeah
yeeeee :D
The question went over my head the first few times bruh
oh well
Thanks
upvote
.close
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lmao no worries good luck
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Hello, i need help with this system i made to find a function, and the result isnt possible nor making sense, and i keep unnable to find whats wrong
g should be between 10^6 and 10^12, for example 400*10^6, and a/b should be equal to b/c (c is 50) so on this example it would be 2500/400 = 400/50 of course, this doesnt work its an example, but thats what i want to find: a, b and g, and i have 3 equations. But g keeps getting to 50^(1/3) which isnt even possible, and i dont know whats wrong
plss help
@thin gull Has your question been resolved?
<@&286206848099549185>
Where do these equations come from?
,w 10^12 / g * 10^6 / (2 * 10^4) = (g/10^6)^2
Ok g is definitely between 10^6 and 10^12 though
I did ac = b^2 and then substituted a, b, c in
I made them for the function i want to find
I only know that info of 10^12 and 10^6 having a,b and the c and ratios part
Apart from that nothing more, but it shouldnt be needed since its 3 equations
When i put the a/b=b/c => a=b^2/50 and later replace it it goes to a number that doesnt make sense, and a, b and c cant be zero so i dont get it
Wait is this the answer
Yes
Oh okay thx
But i dont get it
I can do it from here if you want, a = b^2/50
$\frac{10^{12}}{g} = \frac{g^2 / 10^{12}}{50}$
south
$10^{12} \cdot 10^{12} \cdot 50 = g^2 \cdot g$
Yeah, doesnt it mean g3 = 50^(1/3)
south
Nope
Multiplying both sides by 10^(12) gets rid of the fraction, then you need to multiply by 50
Yeah ok
Ahaha ofc 10^12 will multiply not nullify
Yep
Yeah i get it, thank u so much!!
No worries!
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hi
@karmic zenith Has your question been resolved?
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For question 2 the answer key did 80 + 5 and 0.2 + 9.8 then multiples them to get 850N
In other words sum of acceleration and mass but surely the acceleration is in two different directions, down for 9.8 and up for 0.2? So why isnβt it subtract
@vagrant solar Has your question been resolved?
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How to solve q 15 with
@daring dagger Has your question been resolved?
No
@daring dagger not the integral test, thereβs a way easier test for that q
Itβs the easiest one
Yup
Brooo
Thanks so muchjj
I was stuck on this for so lomggg
Idk how this flew over my head
Lmk I'm so lost on this Taylor stuff
The integral is unsolvable haha
No
ye i get infinite, so its divergent, so it cant be convergent
i eliminated nth term bc it doesnt tell me about convergent, but i didt think about it this way
so same process for 17 right
wait i think integral of 17 is e
so that means its also divergent
The the integral of 17 is a bit complicated
Like you can do it
But why not divergence test it again?
Itβs -k not k
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simple algebra question here
did I mess up the sign somehow with the +20/3?
that entire fraction needs the distrubution of the - sign?
yes
dang
how do you prevent that simple error from happening?
wrap the entire fraction in brackets for step 2?
uhh, practise and learnt from mistakes
whenever you have a fraction, it has invisible brackets around it, doesn't it
maybe that's a good way to imagine it
i can't just seperate fractions like that, i need to distribute first
you can, at the end of the day, you find whatever that helps you the most
a lot of ppl developed their own "trick/technique" through experience
negative sign (-) distribution catches me all the time
maybe I can replace -(fraction) with + (-1)(fraction)
that might be a safer way to think about it too
to distrubute first, then add
since multiplication comes before addition
also, for intuition with solving math problems:
do you ever run into this issue where your calculation "feels off" like a spidey sense, that maybe something is wrong
but it's a false positive?
sometimes
when the numbers look ugly
and do you just double check your work to resolve that? or just ignore that feeling sometimes
i wanna be 100% sure my answer is correct, but I also don't wanna waste time on exams by double or triple checking work
sometimes I take a quick look at my work but I'll ignore it until I finish the question then check
that comes from experience
OK
when you've done smth hundreds of times, you build the confidence of not making stupid mistakes
sometimes a solution "feels off" like the craziest rational numbers in existence, but then when the exam marks are posted I got it right, so sometimes ugly numbers are the actual answer I guess
yh, sometimes it's just hard to give questions with nice number soln, but a lot of the time your teacher prob just lazy to do so/want to knock your confidence off
i remember a cramer's rule question was like that, i was for sure thinking my determinant was off
but i had enough time last 10 mins of exam to check my work, it holded true
exams are so stressful lol, i always wish they gave more time
gotta be accurate, make no mistakes, but also FAST
otherwise a simple mistake during the first step can fuck up the next 30 minutes of your life
i try to just get through the easiest questions first, leave the harder ones for last
our exams need to be written in pen which doesn't help, and the worst questions are the ones that are not printed on the same piece of paper, half and half between two pages
so not only do you hear the noise of the entire exam room page flipping back and forth but also prone to more copy error
i feel like they do that on purpose to troll
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E(x) = (x+1)Β² + (x-3)Β² - (7+xΒ²)
Show that E(n) is a multiple of 8
what about it?
I am stuck at the (7+xΒ²) part , ik the first 2 () are formulas , but the 3th () isnt
you don't have to apply any formula for the third part
So what do i do then? I get E(x) = xΒ² + 2x + 1 + xΒ² - 6x + 9 - (7 + xΒ²)
Do i just invert the + and - and take out the ()?
the last two terms become -7-x^2 yes
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In a rectangle ABCD, AD = BC and β DAB = β DCB and BD connects both the triangles ABD and BCD
Is it possible to use a theorem to prove congruence between ABD and BCD? If so, what theorem would be applied to prove ABD is congruent to BCD?
I'm not sure how to do this one so I'd like to know
Well no actually I just had to pick a shape, ignore the way it's done
Sorry about that
If it was a rectangle, I know it would be HL
so it;s an arbitrary quadrilateral ?
But I need to know the answer to how I phrased it instead
Yes
in that case , I don't think so
Would it be not enough information in that case?
yes, at least that's what I think
Alright one last scenario
If AD were to be parallel to BC, and there's no information on AB and DC being parallel, then is there a theorem that can be used to prove congruence?
then ASA congruence
Exterior Angles?
interior alternate angles
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Whats the minimum velocity along the 31 degree ramp that wouldnt result in hitting the 1.8 m tall guys head 3.1 meters away? the ramp is 2 meters tall. Imagine a car or something like that is driving off it
https://cdn.discordapp.com/attachments/1227314509002178581/1227314509425676361/IMG_0092.jpg?ex=6627f4b5&is=66157fb5&hm=02e6a4838c99aa6b93222881a2afcd51491cd6834ee04b7dc6d699b5dcbfe1f7&
probably something really slow that just drops off the edge really anticlimactically
like 0.1mph π
are we launching something off the ramp
or are we going to launch the ramp
just making sure
Use x=v0t cos(theta), to find time. And use the y formula.
yesss
Consider the vertical/horizontal velocity
so we launching the ramp at 37 degree angle , no rotation?
im looking for the velocity along the 37 degree angle
read what he said originally βimagine like a car driving off of itβ
no rotation (like centripetal force??) andd i think throwing motion or kinematics stuff would be useful
somethings gettinf launched off it
yess
Are we assuming that theres no frictional forces and that it takes place in a uniform gravitational field?
no friction
yes
And it takes place on earth?
Okay if we break up the velocity into its 2 horizontal and vertical components
yess and i got an expression for it but geogebra said it was impossible to solve
just take it as 9.8
depends on if the question states to do so or not
yeah that works too. but honestly i just wanna know howw to find the velocity along the ramp π
i suppose but if it doesnt id say its better to take it as 9.8 instead of 9.81
yeah ig so
depends on level of education
high school normally sticks to 9.8
@rancid pier Okay so youre gonna have a vertical velocity and a horizontal velocity, your horizontal velocity will stay constant due to no frictional forces
But your vertical velocity will have gravity acting on it
acceleration due to gravity is constant so you just consider the acceleration acting on the vertical velocity to be -9.8
use suvat equations to form equations
The time taken for horizontal velocity to travel 3.1m is the same time it takes for vertical velocity to fall by 0.2m
This for vertical velocity
this for horizontal
i havent done it but yes that probably would be it
nvm is not
the answer is 5.6 hmm
my friend solved it and got 5.6
If X is the velocity, and t is time, wouldnt this be correct?
-2?
its
s=vt+(1/2)*at^2
try again with -0.2
yep that looks correct to me
yess, i wrote t 10 times larger than it was, and yes 0.2 as 2 instead
thanks so much
np!!
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For this question why isn't there als a ciritcal point at (1, -1)? If you plug in x = 1 to y^2 and solve doesn't that give you -1 and 1 using the fact that y^2 = x
y=xΒ²
x=yΒ² are two parabolas that have two intersections
mhm
yeah
xΒ² = y
xΒ² is never negative x)
xΒ² = -1 not possible
You gotta always look out if your solutions satisfy both equations
ohh i think I see what you are saying thank you!
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Can someone check if my work is correct
I am trying to find x bar and y bar
I assumed that p is a constant
Trying to find the center of mass of this triangle
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Looks good so far.
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what is 3b supposed to be? is the 5 in degrees or radians?
radians since they didn't add Β°
radians is a unitless quantity so there is no need ti add it
yes
and it'll cancel out to (5)(180)
uh where did the pi disappear
the pi on the bottom and (invisible) pi with 5 cancel out don't they?
your answer will be in terms of pi since 5 radians in degrees is irrational
yes
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I need help with this problem
those sorts of equations mean "start at 5 in the middle, then go at a -1/3 slope"
oh i was going down 3 and across 1
yea it has to be one of those, but the fraction means it's a small number and so it goes down only slightly
When x = 0, what does y equal?
y = -1/3 *(0) + 5
What is -1/3 times 0?
0
And then you add 5 to 0.
5
So when x = 0, y = 5.
That gives you the x and y values of the coordinate (x,y) = (0,5).
No.
im not able to put the y on 5
That's fine so far. Now you just need to place another point to make a line. Calculate another (x,y) pair by choosing some value for x and then solve for y.
Let's say x = 3, what would y equal?
gl broski
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can i get some guidence with this equation
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Howdy Guys!
Howdy π€
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hi friends i need a little help connecting the dots here
im looking at this
and it's awfully like some sort of fourier transform
i know that $\mathcal F \left{\frac{d^p}{dt^p}\phi_X\right}(t) = (-it)^p\hat\phi(x)$
Frosst
oh wait hold up, if $X$ admits a pdf $f_X(x)$, then $\mathbb E[X^p] = \int_\mathbb R x^pf_X(x), dx$ if we take the fourier transform of the inside bit, we get $\int_\mathbb R (-i)^p\frac{d^p}{dt^p}\hat f_X(t), dx$
Frosst
ok but now we've lost the x
@rugged orchid Has your question been resolved?
Hmm if I look at say $\mathbb E[e^{ikX}] = \int_\mathbb R e^{ikx},dP_X = \int_\mathbb R e^{ikx} \frac{dP_X}{d(\lambda + \delta_A)}, d(\lambda + \delta_A)$
Frosst
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You can define a rod length L
You can define the key for length and price
ex:
Length : Price
1 : 2
2 : 5
3 : 7
4 : 9
5 : 13
etc
And then you have to show that the algorithm where you just find the length smaller than L which has the highest price/length ratio and just cut as many of those rods as you can, and then perform the algorithm again on whatever size piece u have left.
The goal is to maximize profits, and you have to show that this algorithm is not always correct
but i cant think of a counter example
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I actually know the vienn diagram method of solving it ,
can you guys please help me solve it with equations
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(Theory of Computation / Formal langs)
Can someone confirm if this logic holds:
G' is a grammar constructed by eliminating chain rules from a context-free grammar G=(Ξ£, V, Ξ΄, S), show that the language G defines, L(G), is equal to the language L(G'). So I wanna prove xβL(G) βΊ xβL(G'), right? Can I just point to the method for chain rule elimination and say:
Let xβL(G)
βΊ S ββΊ_{G} x
1. Derivations in G that don't have any subderivations using chain rules are identical in G' (by definition of chainrule elimination)
2. Derivations in G that have some subderivations that consist of chain rules have corresponding production rules in G' (by definition of chainrule elimination):
Let K be the set of chain rules in G.
The derivation of x from G is of the form:
S β*_{G} A β*_{K} B β_{G} Ξ² β*_{G} x
G' has corresponding production rules and x can be derived by substituting all chain derivations like so:
S β*_{G'} A β_{G'} Ξ² β*_{G'} x
βΉ S βΉβΊ_{G'}
So xβL(G) βΉ xβL(G')
Now the other way.
Let xβL(G')
βΊ S ββΊ_{G'}
1. Derivations in G' that don't have any subderivations using chain rules are identical in G (by definition of chainrule elimination)
2. Derivations in G' that have some subderivations consisting of the production rules produced by chainrule elimination have corresponding chain rules in G (by definition of chainrule elimination):
Let K be the set of chain rules in G, and K' be the set of production rules in G' (and not in G) produced by chainrule elimination.
The derivation of x from G' is of the form:
S β*_{G'} A β_{K'} Ξ² β*_{G'} x
G has corresponding production rules and x can be derived by substituting all subderivations consisting of rules from K' like so:
S β*_{G} A β*_{K} B β_{G} Ξ² β*_{G} x
βΉ S ββΊ_{G} x
So xβL(G) βΊ S ββΊ_{G} x βΊ S ββΊ_{G'} βΊ xβL(G')
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not sure how to start with question b, sketched them out and drew some circles around x1, x2, x3 but don't know exactly how to sketch the areas
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over here
how did htey notice
that a restriction was y <= -1/9
why do they not use the not equal to sign??
Hint: find the range of the denominator
And consider ||what taking the reciprocal of that does||
I'm still confused
This math video tutorial explains how to find the domain and range of a quadratic function in standard form and in vertex form.
Functions and Graphs Practice Test: https://www.youtube.com/watch?v=kvU9sOzT2mk
Transformations of Functions:
https://www.youtube.com/watch?v=Tmdrjs9xufc
_________________________...
I was referring to doing this
The range is the set of outputs, not the distance between the roots
oh yeah that I know how to do
so the distance between the quadratic of this would be -infinity to infinity
If youβre referring to the domain, then yes, itβs the set of all reals
the range is anything above a specific point
not sure how it would work in this case
.
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can someone tell me the binomial expansion of (1 + x)^n
in terms of combinations
generalized?
yes
or n in N
oh
Binomial Expansion and Binomial Series In algebra, we all have learnt the following basic algebraic expansion: ( \hspace{3em} {(a + b)}^{2} = {a}^{2} + 2ab + {b}^{2} ). We can keep multiplying the expression ( { \small (a + b) } ) by itself to find the expression for higher index value. For example: ([12pt]
no not this
that's... what is written
is my handwriting bad π
fuck I forgot almost everything from binomial
should've revised it
should it not start from nC0?
oh
with that, there wont be a 1+... term
yeah
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Need help
what with
is the question
like how do i get it in the form they want, when iwas doing this i didn't read the second part of the question
complete the square, or reverse complete the square
one of those is how you get it into the correct form
mmmm
which i did in the thing
so where do i
get it in that form
because i need to find C too
which i did, if it's right
@vast shale
Did u by any chance forget to bring the 1 in the next step
It's not visible so I'm not sure

