#help-10
1 messages · Page 67 of 1
a as in 2y + 18x = 3
If you're referring to the slope/gradient of the line, then yes.
ahhh so take the derivative of y^8x^2=5 then set it equal to the slope of the line for a
is it alright if I show you the work to see if I did it correctly? (when i complete it)
👍
Ok so I took the derivative of y^8x^2. Would I then set dy/dx equal to the slope of 2y+18x = 3?
you can simplify your derivative
,w \frac{-2xy^8}{8y^7 x^2}
oh bot down smh
oh well
exponent rules go brrrrr
so i simplify dy/dx even further?
Something like this ?
ic. so i would set equal to the slope and solve for x (or y)?
you're gonna have to deal with a system
like a system of equations?
da
could you possibly elaborate i'm a little lost
- needs to have the slope
- needs to lie on the curve
each of these gives you an equation in x and y
and together they make a system
which I don't feel like explaining how to solve cause algebra soup is boring lol, hence why I was so vague
I think i might know what to do now thank you for the help! Would it be the same process for the perpendicular line?
same logic with the slope and stuff
just not the same condition as with parallel
negative reciprocal slope
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Im really lost on drawing the shadow
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i'm having trouble finding polynomials with multiplicities
for 13, i feel like i had it going
but it just didnt seem to add up at the end and i got 2 different values for k
maybe it was some subtraction error but im not sure 😭
for 14, i feel like im misunderstanding the problem
how many zeroes are there exactly ?
@finite echo Has your question been resolved?
<@&286206848099549185> if someone could help please 🥲
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Hey, I am not sure which test to use for this problem
I have tried the ratio test but to no avail
I can show my work so far, I have taken two different approaches to this problem
In this approach, I thought splitting it up would help
but not even that worked
I hit a brick wall since I have no way of canceling things out without it resulting in infinity over infinity
😭
<@&286206848099549185> Hey, would anyone here be willing to help me with a problem involving infinite series (calc 2 stuff)? I would greatly appreciate any and all help 
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im trying to figure out how my professor simplified this
im doing a recursion problem in discrete math and he changed
2(3^n-1 + 3^n-2... 3^0)
into
2(1-3^n/1-3)
which simplified into 3^n -1
@fierce solar Has your question been resolved?
@fierce solar Has your question been resolved?
I feel like my uni uses the exact same thing
ye
hmm
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ok so this is kind of a reverse engineering question that i am thinking about bc i want to generate some diophantine equation problems for my students to solve...
given three linearly independent vectors u, v, w in Z^3, i want to create a diophantine equation of the form a_1 x_1 + a_2 x_2 + a_3 x_3 = b whose solution set is {u + sv + tw | s, t in Z}.
is this always possible? and if so, how can i do it?
i need to create 20 such equations, so u, v and w are going to vary.
@royal basin Has your question been resolved?
Hey I don't have a math question but I want to get into math to be good at it and I'm 10th grade I may have some stuff that I don't quite remember but I don't want to start it all over what to do?
@teal girder #discussion or #math-discussion
Oh sorry than😅
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Calculate the value of T if ratio of the distance travelled in the first T seconds to the total distance travelled in 60 seconds is 2:3.
I have no idea on how to solve this😅
@timid silo Has your question been resolved?
<@&286206848099549185>
@timid silo Has your question been resolved?
distance is the area under the curve
Ik but what will the equation be?
first you can find the total distance
½(15)(40) + 40(T-15) =
=$\frac{2}{3} \times (\frac{1}{2}\times15 \times 40+(60-15)\times 40)$
秋水
yes
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Function analytic on set G but the integral isnt zero:
Integral(1/(z-1))dz over a circle |z|=0.5 when parametrised, gives us 2×pi×i not zero even though the function is analytic on the interior of the circle
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Why is one = 4267/21 and the other = 4267 when x = 10??
Umbraleviathan
Okay so you divided correctly
It should still be the same
,calc 2(10)^2 + 3 + 4/21
Result:
203.19047619048
,calc 4267/21
Result:
203.19047619048
Ohhhhhh
Still the same
amazing
wait crap
thats preamble amirite
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I’m a little confused as to the purpose of functions. Example is f(x) = 1-x+x^2
Does this mean every time I see an “x” I have to input 1-x+x^2 into it?
Or f(x) = x^2. Why even put the function notation to begin with? It seems redundant. Why can’t you just have the x^2 there without the function notation
So if I see f(12) anywhere in a equation, that replaces the shorthand?
So it could be a very long string?
If there were multiple functions then it could be like f(x) = 1-x+x^2
And then h(x) = x^4
So when you see h(3) you would input the h function and f(5) you input that one?
right
it probably takes an existing function and uses it as a template
h = g ∘ f
h = f’
if there's actually an expression, that's weird, that's not a function
f = f^2 + 0.25 is weird?
yeah, that doesn't define a function f
i suppose it defines a function f, while also being weird
Yeah
D:
eh
f means like
f(x) or smt
lazy notation i guess
tho sometimes f(z)
or any other dummy var
hm mayb nor dummy var actually
more like
say f(x)=0
well, f is a function, it lets u image a graph under a certain condition, f(x)=x is the same as saying y=x
g(x)=x
a function represents something
f(x)=x^2+12x+3
f= function
(x)=variable
x^2+12x+3=condition
if it was f(z)=x^2+12x+3, z=5
f(5)=x^2+12x+3 cuz z was ur variable
but if it was f(x)=x^2+12x+3, x=5
f(5)=88
cuz x was ur variable
@steep vortex
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Sorry for reopening but this confused me as I thought about it
Is this saying if x= 3 then 3=3?
How is it the same as y=x if the function only includes x terms?
@steep vortex Has your question been resolved?
y=x+3
is the same as saying : f(x)=x+3
Y-3=X is also f(x)=x+3?
Why not just write y=x+3 then I don’t get why I put a function
in this case
there are infinite inputs (domain)
you want to apply a process "function" which is x+3
to produce an output which is the answer to this function "f(x) or y"
So the difference is the function form forces you to input that equation wherever you see the function notation of f(x)?
its the same
there is rule a function that you apply on the input to produce an outcome
if i want f(3)
that means (3)+3 which is 6
you applied the function (x+3) on the input "3" to produce an output "6"
So anytime at all if I have a whole page of equations, everytime I see f(x) it has to be x+3 and this has to be defined before I begin?
And if there were other functions I need to know, it should be represented differently? Like f(y) would be something else
My problem is when they don’t use the function notation of “f” and it’s something like g(y) and I think it’s just (g times y)
it would be something like
f(x) and g(x) , h(x)
It will always be x?
And the notation would change?
Would I see something like let’s say x = 5 so
x(5-x) f(x) and then it would fully look like 5(5-5) (5+3) ?
The function doesn’t replace every x term right? Just when I actually see the notation is what I’m wondering now
no
its like f(x) = (x^2 ) +3x+5
find f (5)
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My answer is very very wrong everytime
,rotate
the 1st step is correct you have done it wrong in the 2nd step
with the 2nd part
What have I done wrong?, I think I forgot to multiply 5^xlog 5
the 5^x (log5) part just disappeared
Yea
But besides that? It’s correct right?
yes
and you have written the answer incorrectly you are missing brackets
That too
the close bracket
Thankyou
welcome
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Hello, how does z = 2+exp(itheta) on the right-hand side?
exp(i theta) is the unit circle right?
so if u want the unit circle shifted by two on the real line
you add two
and that gives you a circle of radius 1 with center (2,0)
Ah ok thanks. But isn't it true that |expitheta| = 1? so the constraint 1<1 doesnt hold
or its just there as the "edge"?
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What I dont understand about this
And it is probably very obvious
But if we do this
And lets say pr(a) = 0.10 and pr(b) = 0.15
Then if we take the probability of them both occuring by 0.1 * 0.15
And then divide by 0.15 again
We and up with pr(a | b) = 0.10 = pr(a)
or is pr(a and b) not 0.1 * 0.15?
For example
How does this make sense?
I understand the reasoning behind it, but not the equations
This is only true if they're independent events
Bayes rule is only useful for conditional events
I had a feeling that was the case, but then could you show an example with equations where they are dependent?
Because I dont see how the equation works for dependent variables, this one
If you first multiply and then divide by the same value dont you always get the original value back?>
@vague saffron Has your question been resolved?
Ah this is perfect
Thanks a lot!
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hello, how do i solve log2(192) - log2(12)
i dont quite understand this problem
ooh thats what it was asking me for
i thought it was something else because im used to seeing log2 192
alright thank you a lot
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I need some help with maths it is about growth rate
Hold on let me show problem
f(x)=2/3x**3 -x^2 +2x+1/3. Question 1. Determine f'(x). I have done so my answer is 2x^2-2x+2. Question 2: Determine the equation for tangent to f in the point (1, f(1)). Answer: y=2x Question 3: Show that the graph of f has another tangent that is parallel, with the one you found in task b. Find the equation for this tangent.
it's asking for another tangent line with the same slope
But how will I find that?
use your gradient of your tangent and plug into your derivative
you should get 2 values for x
one will be 1 other will be x
what is gradient in this conetext?
here, another tangent with same slop
and you found y=2x
slope is 2
I tried what you said but I literally just wrote same slope equation again
:('
,w solve 2x^2 - 2x + 2 = 2
boom
ez clap
dont even need to solve it tbh
can just see from observation that your other x is 0
if x is 0 than tangent equation is y=2b
is it
oh
u sure
idk about that one chief
did you get another y coord for your new x?
f(0) = ?
wait what ... No it is not 2b
solve for another f(x) with your new x value and use your same gradient of 2 and you'll get your answer
what is b here
wait, I get the 2x^2 - 2x + 2 part. But I don't understand why it equal to 2
Determine the equation for tangent to f in the point (1, f(1)). Answer: y=2x
you calculated it
Sorry not really a native speaker, but is the slope 2 in this case?
@graceful ore Has your question been resolved?
Okay I got the right answer. But how did you know that they were asking for another tangent line with the same slope?
Show that the graph of f has another tangent that is parallel
with the one you found in task b.
How did you know they were asking for another tangent line with the same slope?
Because based on what they said, I did not understand that
do you know what parallel means?
yes. When perhaps two lines are equal with each other, but never meet
when else?
are y=x and y=x+1 parallel?
No
how do you know
Idk
watch this
https://www.youtube.com/watch?v=yUzyhMb7OUI
Can you please send me video title? I normally don't watch things that are on youtube
youtube is great for education
Parallel Lines in the Coordinate Plane: Lesson (Geometry Concepts)
It is, but I would rather stick with something that is FOSS worthy
uh then you're limiting yourself to your education
No sir, There are wonderful alternatives
Perhaps yewtu.be
Discover more at www.ck12.org: http://www.ck12.org/geometry/Parallel-Lines-in-the-Coordinate-Plane/.
Here you'll learn properties of parallel lines in the coordinate plane, and how slope can help you to determine whether or not two lines are parallel.
This video gives more detail about the mathematical principles presented in Parallel Lines in...
that's just the same video but embedded on a different site?
I don't think FOSS is what you think it is
Well, that could be for a whole another discussion. But I do get the parrelell lines stuff now properly
But what was the thing about y =x and y=x+1?
seeing whether you understood what parallel lines are
So what about the conclusion? These lines were parrell right
do you?
what do two distinct lines that are parallel have in common?
they are equal, but they don't meet
But I do get the parrelell lines stuff now properly
no you don't
this video really isn't that long. did you watch?
What am I missing?
They never intersect
Because of the lines do not intersect they move through the coordinates at same growth rate
what's a formula for "same growth rate"
But I mean you can have two separete lines that does not intercept and does not necassarliy need to be parallell.
you can't in 2 dimensions. if you'd watch the video you'd know
I did watch the video.
i don't know what more to tell you. it's written on the slide in the video
you are probably asking for Delta x = 2/Delta y=2
but what about here: here the slopes are equal two: y=x and y=x+1 right? The slope is 1
yes
no
hm interesting conversation. I will remember that thx for the help + @timber fox
!close
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to showing that the sequence of the partial sums is bounded
If we show it is bounded, we are done, but I’m not sure how to go about this. Any thoughts?
"for any N > 2022"
@stoic fable Has your question been resolved?
,w x^(2021/2022)>x
the first n terms must at worse be n^2021/2022
so maybe bound the sum using sum_n 1/(n^2021/2022)
or not, idk :/
riemann
and then $A = \bigcup_{N=2023}^\infty A_N$
riemann
From here you can bound the cardinality of A and show it's finite.
Oh this looks promising! Any advice on how to bound the cardinality? (im trying to work on this rn, but let me know if you have any hints, ty)
do the basic union bound
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here ive got some set notation questions and such but i have absolutely no idea why some things are not what i'd expect them to be
for example 2c
why is 2c not including Q \
but it includes the space that P Q shares
(the top ones are answers from the textbook)
another example
for f i get the A intersecting B part
but why isnt A intersect B intersect C compliment not a, b and the space they share?
<@&286206848099549185>
@final sandal Has your question been resolved?
Set notation is a really strict notation and everything on it should be stated correctly.
what
In 2c, it only tells you the relationship of P and R. It doesn't include Q.
still confused but alright
If you want to include a notation with Q intersection on it at 2c, it should be (sorry for the lack of set notation. I'm too lazy to copy paste them) something like this -> (P or Q) and (P and not Q)
what
so since q is not mentioned
q is not relevant?
then why is the space shared between P and Q still highlighted
At which part
Is this the key to correct?
I mean, the middle part is still a part of the P right>
There are still elements in P that happens to have the same elements as Q
ig
should i just shade it in parts
accordig to instructions
and then see where they overlap
@final sandal Has your question been resolved?
I mean the picture is correct
(The overlap for A and B) And exclude C in the overlap
@final sandal Has your question been resolved?
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someone pls help me with this
how would I approach this
solve for dy/dx = 1
"parallel to line"
That means, the tangent to your curve should have the same slope as the other line they've given.
SAME SLOP
HAHAHAH
ah
that was some gd autocorrect
It wasn't, I genuinely missed an e.
it's all slop
Cut me some slack you lot.
still amusing ;))
but for me to find the eqauation of the tangent line dont I also need the point?
it's not actually asking for the equation of the tangent line
indeed there are potentially multiple tangent lines here
"tangent line is parallel to the line..." means "tangent line has the same slope as the line..."
oh so since the slope is just 1
do I just find rthe derivative
and set it to = 1
@uneven otter Has your question been resolved?
<@&286206848099549185>
@uneven otter Has your question been resolved?
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I think the limit comparison test is what I should be using here, how should I choose a function to compare it with?
i tried divergence and ratio tests and thought root would be a bit dumb
@ionic egret Has your question been resolved?
Integral
Test
huh my textbook gave a few examples of things to use and that wasn't one but ill try it
is it possible to do with limit comparison?
I mean, then you have to check case by case
So
I'm giving you a general solution
Btw this is just a p series
I'm just giving you the rigorous way of finding out with the integral test
ln(k) grows so slowly that it does not influence the fact of whether 1/k^p converges or not
But you have to prove that anyways
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where did teh (n+1) / (n-1) come from
common factor
They just factored out the (n-1)! And (n+1)!
(n-1)! is a common factor
If factoring out a whole expression is hard to see, then replace it with a letter like u
Because you are more or less counting the various permutations possible with 5 distinct items
Which is what combinations are about
Well 4 ig
oh so it does not matter what order they are picked up in
asl long as they have the same value
well if i have one penny and one nickel, and you have one nickel and one penny, i would say we have the same sum of money (6 cents)
so yes order doesn’t matter
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Hey anybody, I need some help with some Math homework regarding trig identities and algebra. I have some questions here that require proofing, and I honestly remember very little about how I'm to go about solving this. It already bugged me a lot when trigonometry, a subject I am good at, was then mixed with algebra expressions, something I'm not very good at, and I'm just trying to figure out some reliable methods for these types of questions.
<@&286206848099549185>
Pick one and work on it and show your attempt here
(a+b)/(c+b) does not equal a/c
You have to factor all terms in the numerator and denominator, not just cherry picked ones
(ab + ac)/(ad+ae)= (b+c)/(d+e)
Because a appears in all terms
Like so?
Forget the lines across the top values, forgot to erase from earlier attempt
And then the (1+sin) cancels out, right?
Bro I'm a fucking dumbass, Idk why I just forgot that factoring exists
Thanks for the help lol
I'm good now
Stress made me overthink things ig
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xd
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how do you get from that to this
what does the ability_i = (whatever is there) mean
@vernal bobcat Has your question been resolved?
What are you confused about? They wrote ln(wages_i) several times
How do you understand that then?
Get what? u_i= what they say just by looking at the true relation
second off
I am confused about ability_i = d_o + d_1educi+ u_i
what does this exactly mean
ohh right
thanks
hmm
:D.
@novel knoll
could you explain how that got to that? if you would able to
why is y1 brought out and nnot Yo.
ohh the cov because its constant
Yo and Ei = 0?
they didnt put that in the steps
guess its self explanatory
ty
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a
multiply g-c on both sides
i did
and you should be able to rearrange the term so that you can factor g out of two terms
simple
now expand it
if i do m is common
so that we can factor g out of two terms
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It is just
-x^2-14x-5
Right?
Or we have to factor it
Or we have to take -1 common cause I never solved this type of question in my entire life
,w x^2+14x-7=0
?
this is your given equation after simplification
Yes but why =0
,w factor -x^2-14x-5
oh I missed that
Yes
but then how this can be a question of equation if there is no = 0
Sorry expression
I think it is 6 graders questions and I forgot the concepts 😂 I can literally play with this expression but I didn't understand the question what we have to do?
Oh ok
$ use this sign
From the start to end
You could make mistakes
Like for square root
$\sqrt{x}$
lemme try
𝓐𝓡𝓝𝓐𝓑 𝓟𝓐𝓛
You could use this
In ending
You have to use that in ending also
AdityaSenpai
𝓐𝓡𝓝𝓐𝓑 𝓟𝓐𝓛
𝓐𝓡𝓝𝓐𝓑 𝓟𝓐𝓛
ok ok I know that, m quite familiar with latex
Okk
Could you help me in that
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heyo! can i use khz in the formula for wavelength or do i have to convert it first to hz?
v10^8 m/s / [f]630kHz = λ
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@vague elk Has your question been resolved?
You would have to convert it to Hz to keep the unit for wavelength as meters. Basically, hertz in another way of saying is just times/sec, so m/s divided by Hz would give you meter
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Hi I need to prove that for epsilon >0
I tried to rearrenge the term so I had something like (n+2)/|n-3|
but now I am kinda stuck
looks like you rearranged incorrectly
so its not: (2n^2+n-4)/(n^2-3) - (2n^2-6)/(n^2-3) = (2n^2-2n^2+2-4+6)/(n^2-3)?
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Hello
can someone help me with this
In a class of 27 students, 11 are bilingual. A group of 6 students are randomly chosen to be ambassadors to the local elementary schools.
a) What is the probability that exactly 4 of the students chosen are bilingual? Round your answer to the nearest percent
b) How many bilingual students would you expect to choose
yes
Ok different approach
Should be correct
Let me check
Yes yours is right
Dont look at mine
so for b I got (bilingual/total) (6 students in the group)
I would say between 2 or 3, but if you want to round its 2
Closer to 2, so its more probable
yes what would the total be here
what would the equation look like
Well you did all by yourself, but your welcome
can you help me with another question please
You can use a calculator to do this exercise, right?
yes
Lets see, im not really good in statistic but i may help
ok so for the previous question
What is the probability that exactly 4 of the students chosen are bilingual? Round your answer to the nearest percent
the solution we got was 2.44
sorry my calc isnt as advanced
so the probability of 4 students being bilingual is 13%
Yes
alright
now for this next one
Research has shown that 62% percent of teenagers pass the G2 driver’s test on their first try. Ten teenagers who take the test are randomly surveyed.
What is the probability that at least two (2) teenagers passed the G2 test on their first try? Give your answer as a percent rounded to two decimal places.
so I partially did most of this question
Let me check something
I got 99.83%
oh thanks goodness
Could it be correct
Wait i wanna check sometinh els
Else
Ok
I used binomial distribution formula
Do you know it
yes
Since it asked from 2 up
I just calculated the probability of only 1 or 0 passing it
And then removed those 2 percentages from 100%
Did you get the same result
The probability of at least two teens is as the same as 1 - the probability of 1 or 0 teens passing
Exactly what i did
ok
I just used %
what did u get
0.9983 in decimal
the odds of first teen passing + the odds of second teen failing
0.62* 0.38= 0.2356
????
=23.56%
What is this
Ok
can you show me what you did on paper or something please
Ok
alright thanks
can you explain please
Its just binomial distribution
You said you knew it
can you help me on one last question
I really need to referesh my statistic knowledge
Ok
Hm i dont get this
can you please help me on this one
I litterally didnt get it
@plain vapor are you there
@plain vapor please come back
<@&286206848099549185> anyone know how to help me with this question
.clsoe
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Please help with limit of sin(tan(x))/x as x approaches 0.
I tried the squeeze theorem but that didn't really work.
1 is the answer
try l'hospital
ah
sin(tan(x)) / x = (sin(tan(x))/tan(x)) * tan(x) / x
it's not really helpful to just give away answers. try explaining and giving hints instead
can you use taylor series of tanx around x=0?
yea sorry I am new here. Will give steps properly
we didn't "learn" that yet
all good. appreciate it
Now since x-> 0 => tan(x) -> 0
i think this is the intended way to do the problem
lets take y = tanx => y->0 as tanx -> 0
(sin(tan(x))/tan(x)) * tan(x) / x = (lt y->0 (siny/y)) * (lt x->0 (tanx/x)) = 1 * 1 = 1
okay ima try it
i dont see it yet
Wow okay i get it
damn that's a cool way to solve that
thanks
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Are the probabilities to the folllowing two questions not 1 and 0.99 ?
100% of people who have covid-19 receive a positive test but also that 1% of people who are not sick with covid-19 will receive a positve test
it's 1 for 2.2
the other one is something non round
um
i don't see anything that counts as prior, it has to be impossible
thats what im thinking

i mean you can assume 50%
i don;t know what's the probability that they assumed 50%
hehe
they could assume 1/100,000 maybe too
- they expect the answer to be "not enough data"
- they expect 50% assumption
- they expect 1/1000000 assumption
gotta roll with the one that's most likely
that 50% of the population has covid
definitely the 1/1000000 assumption
but that would mean its 0.99
but single digit rounded that 1
also

can you pls google confusion matrix
you can understand from it quite clearly and then try out the problem
it's ~0.0001 with 1/1000000 assumption
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haha you got sparx hw too
a, b >= 0
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ty
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can someone help me understand what r and n is
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Hello
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what do i even do
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hi again😭😭 this is something different though it’s still considering slopes.
okay so: this is a graphing math project and I’m VERY confused on how to find the slopes in this graph, basically, we have to find two vertical lines, horizontal lines, positive slope, and negative slope. I’m so confused on how to find the horizontal, vertical, positive, and negative but mostly horizontal and vertical. I’m so so confused😭
our teacher told us to draw a pixelated image of something (this is a cat skull, not particularly my choice but it’s a whole story) and then get the vertical, horizontal, etc. slopes
here’s the sheet for it😅
firstly
what you drew was not a function
secondly
why did you make the lines like corners
wow your teacher is awesome
LOLL IKR
she told us to make it all pixelated and that’s how it looked😭
ok
tbh IDK what the question is asking
positive slope equations? f(x)=x, f(x)=2x
negative slope equations? f(x)=-x, f(x)=-2x
horizontal line? f(x)=1, f(x)=2
vertical line? f(y)=1, f(y)=2
is that right
did she give an example
of what you should do
unfortunately no🥲
ok
anyway
I think she just wanted you to draw a function
that isn't weird
just like a function
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help
im supposed to graph this
but im not getting it right
I created a table of values with the base function
im not supposed to do it that way
im supposed to apply them to the base
for x i got
-2x-1
like logarithms
@arctic girder Has your question been resolved?
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i need help with this
What is e^ln
What's the relationship between e and ln
Also is this homework