#help-0
1 messages · Page 842 of 1
the bases
yes
we looking for the smaller one
so its 80/50
wait
idk
lt me check
si
50/80 = b1/b2
5/8 = 5/8
how does it help me find areaa
what
OH
huh
i am so confused
i understand what u mewan
mean
the sum of a+b
but i dont know how it helps
Ok how does that help?
I mean we can fill in ?
Ph
What's n?
Hah
What the
So ⅝
???
The bases are 50/80
So ⅝
What
In the area?
Hah
So
4000= ⅝² × A2
Wbat
What
I'm confused
Yes
a isn't area right?
Ok
We looking for A2 (small one)
can anyone help with this
with my hw
Oh ok
I'm lost
So A1= 5/8 x 4000
Forgot to square
But question
Why
2nd
Why
Why it isn't what I originally said
Oh and the d) one is the same right?
Same as a)
Waitn
Nvm
Found out
Ok thanks
I'll return soon
Cause I'm bout to die
Doing all my hw b4 I go camping
K brb
Hi if I may ask again, is this also correct?
yeep
We also have to do for when x is negative, right?
#chill .
.
Hello! I'm trying to understand the GCD of two polynomials
Bro what is when add - +
?
should be fields or groups
arithmetics?
wait why do we square it?
square n
you know the ^2
what?
why do when finding an aarea theere will aalways be squared
while when findingg volume its cubed?
reading through ppt
it says that but dont explain why
why tho
what
twice all sides??
double i think he means?
well look at it this way i think
square all sides equal
so area is a^2
when you double it's sides
(2a)^2
no?
okok
so all 2d shapes when doing whatever this is called, i square it
so all 3d shapees i cube it?
cause one of the example for 2d shapes was a circle
and it was squared as well
okok thx
I need help in maths
hAHA
What's the initial condition?
It could affect what |1 - x| is.
y(1/2) = 6?
Yeah, that's the error.
The boundary condition is given which is y=6 and x=0.5
What type of discontinuity does undefined and indeterminate make?
So the only mistake here is ln |1-x|?
Oh okay got it
$\int \frac{\dd{y}}{y} = - \int \frac{\dd{x}}{x - 1}$.
stabulo
I might as well send it now I wrote it. xD
Thanks guys
What I mean do indeterminate forms and undefined forms in rational context makes a specific discontinuity in graphs (ie asymptote, removable discontinuity) sorry if my question doesn't make any sense
if you have 0/0, then you typically have a removable discontiniuity
likewise w/ inf/inf
How do I do this
For the b one
Do I have to find the radius?
So no need to find radius
Ok
My teacher's way isn't like that lol
myy teaecher
this is also correct right?
okok
thank you
i think this is my final question b4 i move on to another question
tomorrow i have to go around universities (online) and then campingg, and i finish the hw to prevent stress
so thank
you
just evaluate at x=3...
yes |3|=3
i have to relearn math. Would you agree with this order?
- algebra
2.pre calc --> calc - linear algebra
- probability and stats
i want to build my math foundation for my college courses and i have until january to take my examinations
Which part are you stuck on or is it just all of it?
I'll give you a hint about a way of solving it.
The "U" means Union and is the addition of the two sets
e.g. A is the set {1,3,5,7} while C is the set {0,1,2,3,4}
"add" these sets together and you end with - {0,1,1,2,3,3,4,5,7}
But there are multiple elements in the set, that's not allowed. Take out the duplicate elements and you end with - {0,1,2,3,4,5,7}
You get/understand the n/intersect operation as well?
no
How can I put this without giving a direct answer...
Lines intersecting
If that doesn't make sense, please say
What is the image set of the function y = 2. Sen (x / 2)?
infiniteof number? of set?
Not quite, "n" or "Intersect" is the intersection of two sets,
E.g. {1,2,3,4} and {2,4,6}
The intersect of these two sets would be {2,4}
how
idk how to do this question
@velvet whale
Could you ask this in another chat please?
ok
How as in how does intersect work or?
how is work
Simplest way I can put it is just look at the sets and see which elements are in both
For example A = {1,3,5,7,9} and B = {1,4,9}
The "1" and the "9" are in both
Therefore A Intersect B = {1,9}
In the example yes, in others it may be different
Just ensure you check all the elements in the set
If the sets have no elements in common then it's called the empty set and has no elements in
So basically {}
umm can i ask how many ubjects does a set of five elements have 4,8,16,32 which one?
subjects*
What do you mean by subjects?
is jsut a given
Oh, do you mean subsets or?
Have you met the "choose" function? Or Factorial? (Factorial is "!")
nope
,rotate
Hmmmm
Do you know power sets?
Power set of A is the set of all subsets of A
example?
You implied you knew power sets...
8 in number 3
No
4?
no
what 2n elements?
😦
If X has n elements P(X) has 2^n.
ok
:0
ngl this is a life saving server
Poorly phrased but sure
and five element
A set with 5 elements*
element 2^ five (5)
ok ty sorry if im so not good to understand
what happend if element is letters?
In order to determine the amount of subsets, you are only concerned with the amount of elements in the set - not the elements themselves.
Thus, whether your set was A = {1, 2, 3, 4, 5} or A = {a, b, c, d, e}, the amount of subsets would still be the same: 2^5 = 32.
Consider the following: If $\frac{u}{v} = i \cdot k$, then you can rewrite the equality as $u = v \cdot i \cdot k$. $\$
Thus, if you were to substitute $v = a + bi$, you could show both $v$ and $u$ in terms of $a, b$, and thus prove that the expression evaluates to zero.
RoiKadmon
@earnest panther hey could you help me as well
@earnest panther kinda confused about the substituion
if i let v=x+iy(since im more used to that format)
what do i sub it into specifically
is it like
You're going to get $u$ as a function of the real and imaginary parts of $v$ (meaning $x$ and $y$), and also $k$. When we substitute the equality, we get: $\$
$v = (x + i \cdot y) \cdot i \cdot k = kx i + k i^2 \cdot y \$
and you can continue to find a standard form for $v$ this way.
RoiKadmon
so do we want to find the most simple form of v before we sub it back into the original proof to hence show it = 0
Yes. Once you find the standard form for $v$, you can substitute it in the expression $\overline{u} \cdot v + \overline{v} \cdot u$ and get that it equals 0 regardless of the choice of $x$ and $y$.
RoiKadmon
aight ty for the help
does someone know how to study the continuity of this func.. couldnt do it myself idk what to do
In this case, you can show that each entry is bounded from above, in absolute value, by the magnitude of $(x, y, z)$ as a vector. Meaning: $\$
$|x| \leq \sqrt{x^2 + y^2 + z^2} \$
and the same applies to the other two variables. This way, you can show that the numerator is bounded by $(\sqrt{x^2 + y^2 + z^2})^3$, and you can cancel that with the numerator to show that the entire expression is bounded by $\sqrt{x^2 + y^2 + z^2}$, which tends to zero as $(x, y, z) \xrightarrow{x, y, z \rightarrow 0} (0, 0, 0)$. $\$
As a general idea in this type of function, it helps to consider the general degree of the polynomials in the numerator and the denominator and to try to use that to bind the expression, if possible.
RoiKadmon
where is the problem
Can anyone tell me if a NAND2 gate is a NAND gate with 2 inputs or just a mistype?
"Convert the Boolean expression obtained to NAND2 logic."
Created it in logisim with NAND gates but 3 have 3 inputs.
<@&286206848099549185>
same as the big sigma, but with multiplication instead of additions
Sigma stands for S : Sum
The big P is a Pi, standing for Product
you're probably more used with the smaller case pi though ^^
,w d/dx 6x^2/(x^3+1)^2
see
and i keep getting its false
i should use wolfram to begin with
it says its "(-6 x² (x³ + 1) (3x² (x³ + 1) - 3x² (x³ - 1)) + (x³ + 1)² (6x (x³ + 1) - 6x (x³ - 1))) / (x³ + 1)⁴"
i dont wanna read this....
argh
i suppose you can double check using wolfram alpha....
bruh
can i ask my question now....
ye
given that x,y,z,t>0 and x+y+z+t=2 minimize $\frac{x^4+y^4+z^4+t^4}{x^3+y^3+z^3+t^3}$
bo may lai so may vcl
im of no help but i saw your question
ah
found a way
you know
@pseudo ocean
theres a type of am gm that states
$(a_1^2+a_2^2+....+a_n^2)(b_1^2+b_2^2+....+b_n^2)\geqslant (a_1 \times b_1+a_2 \times b_2+....+a_n \times b_n)^2$
Minh Baka
i believe you know this
so
anyways
back to the problem
by applying the inequality stated above
you have $(x^4+y^4+z^4+t^4)(x^2+y^2+z^2+t^2)\geqslant (x^3+y^3+z^3+y^3)^2$
Minh Baka
or
$\frac{x^4+y^4+z^4+y^4}{x^3+y^3+z^3+t^3}\geqslant \frac{x^3+y^3+z^3+t^3}{x^2+y^2+z^2+y^2}$
Minh Baka
Minh Baka
idk
also not now bc this channel is in use
so you get $\frac{x^3+y^3+z^3+t^3}{x^2+y^2+z^2+y^2} \geqslant \frac{x^2+y^2+z^2+y^2}{x+y+z+t}$
Minh Baka
you get the idea
it will eventually "reduce" to $\frac{x+y+z+t}{4}$ which equals $\frac{1}{2}$
Minh Baka
thanks
I think I found a way to generalize this problem
but forget about it
thanks @velvet condor
you are welcome....
Math
how do i prove that a function is differentiable?
by proving that f'(x) is continuous?
more specifically
yeah either that or by using the first principle of derivatives
what have you tried
no
no
m is a real number, m is an element of R
if you were solving an equation, and you got that it is true for all m that are elements of R, it means every m is a solution
What is that element?
m
okay
all numbers that are integers, fractions, decimals, etc
so this set contains things like 4, 0.21341, 5000, -10.123..., 5/4 etc
As you can see, there are many other numbers in this set
definitely more than 2
So since m could be 4, 0.21341, 5000, -10.123..., 5/4, there are how many solutions?
Exactly
thanks you
npp
@alpine sable ok so i gave u an answer
but can u explain
why is it g=h(e-10)?
cause i dont think u will udnerstand anything just by us giving u answers
u dont need calculator
were allowed to use it
:/
can u tell me what "he" and "10h" have in common?
my english is not the best but i will try my best to explain it to u
he is him
and 10h means 10 hours
he is a boy
fuck
i read that wrong
they both have h
do u do math just to get rid of it?
wym
it’s 8
ty
^
4/12 = 8/24
Don't give out answers, also this seems like a test and you aren't allowed to cheat on tests in this server
i was about to say that
na
@small bear i didn’t
what did u do to get 14?
and how did u get t?
so i rounded
14 is closest to 13.5 tho
ok let me just do this step by step i guess
you have -254 = -10k-2-8k
which simplifies to -252 = -18k
oh you are right
oops
it is 14
that’s right
now multiply it by 5 and you’ll see it there
aka just (-5r+15)/7
wait no
3rd one?
that’s wrong
hmm
yeah
thanks for the help men
no problem
what am i supposed to do with this
quantam, are you well versed with integration?
@waxen copper i would assume that in that equation you take output of machine a + output of machine b / 2
so multiplying it by 2, you should have 30 = output of machine a + output of machine b
you already have the equation for the output of both machines
that should be enough information
dont know if this question goes here because is physics but
water drops of a mass of 3.5*10^(-5) falls into the ground at a ratio of 10 drops per second. What is the average force ejerced by the water on the ground?
xd
-3^2 is 9, however most people would right it as (-3)^2
Yes
The issue is with order of operations
because arguably -3^2 could be re-written as -1*3^2
It's a lame trick question
In that scenario the answer is 18
Because there is a difference between -(3)^2 and (-3)^2
Looking at this the first thing I would do is factor the numerators
That would allow you to nicely cancel out the denominators of both fractions
From there you should have a fairly simple function to solve
Damn its so bright
nice handwriting
I tried to do that on 2nd picture
Oh reverse complete the square for the top?
you kidding right?
I will share on original brightness lmao
hello boys
Sus name 😔
nah im not racist lol
i have an assignment and i need help
omg i tried to factor this but failed but now i tried again and it worked, i dont how to explain
ok
Ive got no clue mate im shit at maths
oof. That might be early calculus
I'm guessing plugging in 3 for x gives undefined?
undefined
yeah, so gotta find the point it's approaching
0/0 doesn't equal 0 though
it means that the graph looks like it's approaching a different point, even though the actual point is at y=0
so you've got to find what point the graph seems to be approaching
it's very basic calculus
An asymptote?
it might be a horizontal asymptote
Ah ok
it might not be, though, it could be just a point discontinuity
Got no clue what kind of graph ur working with tho
in other words, the graph could jus skip that one point and then keep going
Ohh i see
lim as h approaches 0, ((x+h)^2 - x^2)/h
First principle?
Yet to cover that in my revision
Basically i failed maths right
And im doing resits
So im revising everything from year 1 to year 2 now
First principles is something im gnna get to in differentiation
Rn im on uhhh
This stuff
Go on
Indicie laws
If you divide em minus the powers from each other
So 8^2
2****
Nws
Again just minus the powers
And remember a single number like 3 alone isnt just 3
Its 3 to the power of 1
So 3^-1 divided by 3 is 3^-2
Nws
hey
can someone help me with a simpe equation?
-5x > 15
Like it should be -3
or am I wrong?
🤔
because on my brother's test it's 3.5
and i'm like wtf?
yea
I just thought like I am wrong and etc

Nah thats probs just a typo
Okay thx
Nws
is there another way to write this as an integral?
What in gods name even is that
Anyone know how to start off here?
i dont understand anything u just said
yeah that i know
since we are looking to find the work done by pumping the liquid out of the tank, do we integrate from 0 to 2?
im not sure
Work = mgd?
ok but how can i write this in an integral form
like i dont get it
yeah i wanna learn it
what integration formula would i use
<@&268886789983436800>
i think im using this channel rn lol
this is a test and he keeps asking for help on it
check #help-1
yeah it is
you've already proven it
dealt with
LOL
more because they offered money
thanks 👍
its always the easiest questions that people are willing to pay for
people being kids
can someone help me wit this
i am so sorry
i just want help
and no one is helping
me
be patient, don't spam, its inconsiderate.
how does one point on x^2
relate
to the other
parabola
oh ok
so how would we do the problem
because i am really lost
it's comparing the graph of $x^2$ to the graph of $3(x+2)^2+3$
a disappointing son
but i do not know how to get the points
so for your first point, it wants you to find the y value in the graph x^2 when x=-2
so what is y when x=-2?
4
correct
so there is a point on the graph x^2 that is (-2,4)
now, for your new graph, you know the transformations
but i do not know how they correspond
left 2, up 3, vertical stretch by a factor of 3
that is compared to the parent function x^2
that would be left two and up 3, but you're forgetting the vertical stretch by a factor of 3
well, what does a vertical stretch do?
move it up?
not quite
im not sure
does vertical stretch effect x or y?
y
oh
ok
so it would be
(-4,21)
so for the next one
(-2,9)
right?
@buoyant kayak
it is wrong
its -4,15
what about for the second one
ok
the 3rd one is incorrect
but the first two are
thank you
what woulud be the range
though
in interval notation
wdym
@everyone
i dont think everyone works lol. and also, why would you ping 30k people
sry :/
What the dog doin
what does this question mean?
what happens when you take the inverse of a function?
because every antecedent have only one image then every image has only on antecedent as well which means the inverse function is a bijective function too
x coordinates become y coordinates?
yes, and...?
well the y coordinates don't just stay y coordinates do they?
do we have two y coordinates?
so you know that x becomes y but you don't know what y becomes?
the x?
yes
okay
and what needs to be true for a function to exist?
i have no idea 🤣
do you know of the vertical line test?
ah yes
what does that tell you?
if its a function or not
and how do you know if it's not a function?
repeated
not so much repeated
wdym
i mean, in the picture i drew, one x value has...
it has 2 of something
2 of what corresponds to the same x value?
2 coordinates
what type of coordinates?
x coordinates? 💀
2 x coordinates correspond to the same x value? that doesn't make sense, 4 does not equal 2
think of x as the input and y as the output
in this picture, if i were to go to the place where the blue line intersects the x axis, how many outputs do i have?
2?
x
...
yes
you have one x value that you're at. that x value in my picture is the place where the blue line intersects with the x axis.
however, if you go to that x value and draw a vertical line, you see that it touches two points
and let's call that x value 2. so we're at x=2, and we'll call the y values 3 and -3.
we're at x=2, and we have outputs y=3 and y=-3
and that makes it not a function, according to the vertical line test
yes
and you said yourself...
.
if the line intersects more than once, that makes it not a function
yes
so, in other words, if the input has more than 1 output, it's not a function
does that make sense?
yes
can you write if the input has more than 1 output, it's not a function in terms of x and y?
Lol
Hey, could u help me. I have exercise that I just feel that I can't get right. I'm not great with maths to begin with...
the question is to calculate the angles. I got the a) but can't figure out the b) and c)
Please, anyone🥺
@tight locust @polar matrix make a right triangle using side v as the hypotenuse
you can calculate them using the lattice points though
the easiest thing might be to just actually calculate what the vectors are
and leave that in rectangular form
then use the formula
ok, what would u say is even the asked angle in b)
If I use the 90° angle I get something like this. But still don't know what is the asked angle?
also it was just a rough sketch so not in scale
Could someone help me plz?
multiply by the conjugate
sorry if i dont sound smart like you guys but can someone help with this one question
we're reviewing powers rn
"the high temperature on Wednesday is the least of the three days"
since the number line includes Monday and Tuesday, you just need to look for the inequality that represents the number lower than the lowest
hope that makes sense
Like this?
???
sorry, I was helping someone out
you multiply the equation by the conjugate of the numerator and denominator
I originally tried that before asking for help but then I got stuck simplifying it further :((
where'd you get stuck?
What do I do after this?
well you need to simplify sin(pi/4)
ima be honest im drawing a blank here
but im sure you can simplify it
Kk
(√2)/2 should be it
Kk
it's gonna look really nasty
Lolll
i feel bad for you
im allowed to use this bot right
$\frac{\frac{\sqrt{2}\cos \left(α\right)+\sqrt{2}\sin \left(α\right)}{2}-\frac{\sqrt{2}\cos \left(α\right)-\sqrt{2}\sin \left(α\right)}{2}}{\frac{\sqrt{2}\cos \left(α\right)+\sqrt{2}\sin \left(α\right)}{2}+\frac{\sqrt{2}\cos \left(α\right)-\sqrt{2}\sin \left(α\right)}{2}}$
eggdog
@flint badger can you guide me a bit with this one question? sorry if I sound a bit dumb since im in 9th grade
AYYY Thx for helping me answer was actually really simple :D
what'd you get?
Tan(a)
oh wow
hold up
so am I trying to simplify here or something? we're doing things about powers
yeah uh
Yes
this is basically just combining powers
and then dividing
so ill let you imagine the numerator as
Or just cancel them separately
Oh yeah
i just wanna make it simpler
this?
Yeah
example?
and make sure to multiply the coefficients
if you multiply all the y terms together you should get y^6
Wait.....just cancel terms .that's way easier?I mean...if you want to
Ok 😅
so on the top you should get 6xy^6
well you're not setting them equal to anything
alright
try to do the bottom
also you made a mistake here
oops
lol
is denominator that?
no so
if you rewrite the bottom out its just 2 * x * 4 * y * x * x
if you combine all the x terms you should get x^3
and there's only one y so you shouldnt have y^2 its just y^1 or y
but you got the 8 right
ohh ok
?
Yeah he is right ...what's your question tho
simplify the entire thing
yo, thanks so much for the help and i'll definetely be practicing this
if you did everything right you should have (6xy^6)/(8x^3y) right
i didnt have a question I was just responding to the "what"
Oh.confusion😅
i had numerator right I just needed to flip around some things, didn't have the power of 3
ok but ur not done yet btw
oh ok
you need to try to cancel out as many x and y terms as you can
so um how do I explain this im a terrible teacher
$\frac{6xy^6}{8x^3y}$
eggdog
ok so can you simplify 6/8
3xy^6 then? for numerator
eggdog
yes
ok but how do you cancel
would u multiply 1x?
uhh no
basically when you have something like
x/x^3
where the numerator has a lower degree
than the denomiator
MAGISTRATE
wait ur name is not magistrate
i dont know how to freaking explain this
May I ?
yeah
Try to?
😄
dont cheat on the iready buddy
Ok so ..the simplest way is just to realise that x^3 is just three x s multiplied together right?
oh wait thats a good way to explain it xD
Well there is only one x on the top .so...only one of the 3 x s in the bottom can cancel with the top x .which means that you'll just be left with x^2 on the denominator
bruh 😑😂
im not cheating i said help me not tell me the answer
Do you get it?
so numerator x is gone, so it would be 3y^6?
Yep but now do the same thing for the y s
over the 4x^2y?
yes
yes
so in this case, numerator is y^5, and denominator has no y?
correct
@fervent tartan no one is gonna help you on a test lol
No...wait what
eggdog
alr
that’s called cheating bruh
Oh so yeah just on the numerator right
yeye
$\frac{y^n}{y^m}=y^{n-m}$ heres a rule im pretty sure you know @hidden fjord
eggdog
oops i probably shouldnt have done that
Ah yes this @hidden fjord
that rule doesn’t apply
it does because its y^6/y lol
this is jsut +- infinity right
in use.
@flint badger you never mentioned that
i know i didnt but its in the original question
are we really gonna argue over this
LOL
Ok like just know this.when you divide terms with the same base but different powers ,you can keep the same base but just subtract the powers.Whereas ,when you multiply terms with same base but different powers ,you can keep the same base and just simply add the powers
$y^ny^m=y^{n+m}$ is for multiplying
eggdog
Like do you see it,for example,x^3 multiplied by x^5
Just add 3 and 5
yeye so we learned this, and if for say there was an equation like (p^5)^10 we just multiply?
Well that's a different story
yeah in that scenario you multiply the powers
ok ok