#help-13
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what are the numbers
for what n?
.
n=1 , t(1) = 1
n=2, t(2) = 2t(1)+2 = 4
n=3, 3t(2)+3 = 15
n =4, 4t(3)+4 = 64
is this what you mean?
bro... i cant do that for exam later
Oh
You're just looking for big Theta. Since you're multiplying the previous number by n, it grows as factorial
The +n is negligible
do you know what factorial means?
yes
repeated substitution and/or induction could work. similar to mergesort solution here:
Analysis of Mergesort
https://web.njit.edu/~nassimi/cs610/notes/3 Recursive Algorithms.pdf
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My professor doesn't have lectures. This is for calc 2 and im very lost. Does anyone understand this?
<@&286206848099549185> can anyone help?
read
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Hello guys, why does sinx=-1/10 have 2 results in 0 <= x <= 2pi? shouldnt it be only 1?
sin (x) = -1/10?
sen is sine?
Yes
plot the function, there are two points corresponding -1/10, or to any y value with -1 < y < 0
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This is the formula I used to find the percentiles and I'm confused where would the 1st - 4th and 96th - 99th percentile fall in?
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No it hasn't
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wouldn't applying bayes thm give P(E intersect F |A)p(A)?
why is the intersection with A and F instead?
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P(E ^ F | A) * p(A) = P(E | A ^ F) * p(A ^ F)
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does (-1)^x have a graph? I tried plugging it into desmos but it's plotting nothing
try y= (-1)^x
nothing
I was expecting at least some points like (1, -1), (2, 1) but they aren't even plotted
is the domain of (-1)^x = Z?
most graphing tools are not designed to handle functions which could only be plotted on a set of isolated points
i got (0,1)
so they don't plot discrete functions?
if by "discrete function" you mean "a function whose domain is discrete in the topological sense" then yes
probably that yeah
there are ways to plot individual points and even lists of points in desmos tho
so this is undefined?
it does plot
but it would be possible if I substituted e^ipi = -1?
desmos looks at real numbers lol
yes ik
well if you wanted to do $\int_0^1 e^{i\pi x} \dd{x}$ then this is perfectly valid and can even be integrated without much trouble
Ann
yeah I got $\frac{-2}{i\pi}$
ホタル
good for you.
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So I have a friend group of 4 or 5 and we need to choose 5 people to be in next tutor group, and it is optional to write how many person. But I think the teacher will be suspicious if we have all 100% and making a big chain, so I am trying to think of a way to get all of us to be in the same tutor group. But idk how, so I need help thx !
I want to get it close as possible to 100% if 100% is not achievable
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What is your question? I dont understand
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How do I remember these 💀
💀
It generally becomes a habit
The more problems u solve
well the sin and cos ones are more crucial to commit to memory than the others imo
I only used to remember cos and sin when I started
for the other four named functions just think of them as reciprocals and ratios of cos and sin and you can recover the same identities
Ya like the trig table
and for sin and cos remind yourself of the unit circle
ic, I guess with practice I'll be able to remember them, but I do notice a pattern that if its odd multiple of pi/2 +- x then the original function changes to the co function 
and for even multiples the function is the same
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I did 0.6*0.0.3 and got 1.8 percent but the teacher answer says 4.5 percent
am i wrong or is the teacher
I believe 4.5 percent is the correct answer
The key to solve this is in this part of the question: “Given that the patient tests positive for the disease, …”
but how would we go in reverse?
idk :[
aw, im a bit confused but im trying to put it in a 2 way chart rn
its not 0.6*0.03
its (0.6*0.03)/((0.6*0.03) + (0.4*0.95))
,calc (0.60.03)/((0.60.03) + (0.4*0.95)) * 100
Result:
4.5226130653266
which is 4.5 percent
where would the 0.4*0.95 come from?
You are tasked to find $P(A | B)$ and you know that $P(A | B) = \frac{P(A) \cup P(B)}{P(B)}$
jixana
mhm
you want P(B) now, but you need to total up the probability for P(B)
$P(B) = P(B)P(A) + P(B)P(A^c)$
jixana
mhm but how would i find the P(b) if thats in the equation
you are already given P(B)P(A) and P(B)P(A^c) from the tree diagram
you add them together
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tysm btw
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Hey I asked this before but cant find it and I can't remember the reason
That doesn't really help me, I know they are the same numbers, I just wanna know when I can do this, or why
Doesn't seem intuitive
if you mean why you should write it like that, then we'd need more context
You use the fact that $\lim_{x \to 0} \dfrac{\sin x}{x} = 1$, and so the reciprocal x/sin(x) also tends to 1 as x tends to 0. Then it's just substitutions y=2x and y=6x.
1345631
or you have problem with why (x/y) * (a/b) is (x * a) / (y*b)? @quiet shadow
I suppose so yes
I dont really get it, ive been away from math for a while so simple stuff like this confuse me now
:/
okay, then use this rule, and ur fine
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This is gonna sound dumb but how did this happen?
K so differentiating with respect to x we have d(y^(1-n))/dx = dv/dx
now we can do d(y^(1-n))/dy * dy/dx = dv/dx
what happened to the (1-n) that is to be multiplied on the left hand side
It seems like I am right
What happens to the power when you differentiate, in general?
Well for example differentiating with respect to x and if we had the function x^n we would have n * x^(n-1)
Oh I see what you're saying
They missed the n part here
Yes indeed
which would happen to be (1-n) in this case
Oh alright that confused me and I panicked that I forgot how to differentiate basic stuff and had to ask here 
Thanks
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I want to use sigma to make a function which basically adds multiples of six. So it would go 6, 18 (6+12), 36 (18 + 18), 60 (36 + 24) etc. How can i do this? I am new to Sigma (or advanced algebra in general), so i'm sorry if this is a stupid question
Hi, how would we write a multiple of 6 in general ?
I've got to be honest: I do not understand the question. I am finishing 9th grade rn, so all this is very new to me. My best guess in n6
Yes! this is correct, n is a multiple of 6 iff there exists k such as $n=6k$
AimaneSN
So how would you write the function adding multiples of 6 with this in mind
or an easier question, how would you write two consecutive multiples of 6 (in general)
i have no clue, sorry
Okay no problem. We have 6=6x1, 12=6x2, 18=6x3, etc. each time we increment the factor in the right by 1, right ?
yes, i think i understand that
good! so for example the multiple of 6 that comes after 6x100 is what ?
6*101?
Yep! exactly
So what comes after the multiple 6k ?
k is any number
(an integer of course)
6(k+1)?
6(k+2)
exactly, you got it now
So the multiples of 6 are 6k, 6(k+1), 6(k+2), 6(k,3), etc.
with k taking what values ?
integers
all at once or individually?
let's say we want their sum
the sum of the first 100 multiples of 6
what values would k take above
?
absolutely! that is correct
!!!!!!!
what about the sum of the first n multiples of 6 ?
Thank you so much! i'm so glad that you took time out of your day to teach me, and i wish all teachers (any teachers, really) were like you. Have a nice day, and again, tysm
.closed
You're welcome buddy 
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hi

actually nvm ill go, its a series of questions…
.close to free up the channel
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How do I approach that
To find the f’(t) abs f(t) equations
Is it MVT?
Or something
f'(0) = 4 AND f'(0) = 8 ?
Oh my mistake I think it’s supposed to be f(0) = 4 and f’(0) = 8
Ohh I got it!! It’s just anti derivatives
yes
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@crimson sedge Has your question been resolved?
you just need to use the definition of simple pole
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does anyone know, what is this step with div ((13(2+i)/(2i-3)) called ?
Take a look for "How to divide a complex number"
The step is specifically called "multipliyng by the conjugate"
Just a sec, i will check
Soo whats below, we multply bouth, up and down but in conjugate version ?
I understand now
Almost the same as doing regular ones
but here you have a+bi
or a-bi
depends on problem
Cool
thanks for awnser 🙂
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Identify the scale factor
whats a scale factor
Why are you being asked this question if you don't know what that is?
Hmm
Well
Have you learned setting up proportions?
i have not
Learn how to find the scale factor with similar figures in this free math video tutorial by Mario's Math Tutoring.
0:13 Explaining How the Order is Important for the Scale Factor
0:26 Formula for Finding the Scale Factor
1:09 Explanation if the Scale Factor is an Enlargement or a Reduction
Related Videos:
Scale Factors Finding Length, Area, V...
step 1 to being a helper: assume the person asking doesn't know anything about their problem
Lol
Do you know what similarity is @cloud tusk
simplified is 5/2
so what would i put in the angle box
oh for angle?
mhm
Since the figures are similar, they share the same corresponding angles
Does that make sense?
not to me now
Hmm let me think of a way to explain
A bad drawing, but it gets to the point
A and b are corresponding angles, since the figure is similar we can say that a = b
Assuming it is similar
mhm
So, does that help?
yessir
ok but in my picture
a-b is unknown
how do i figure out what the variable is?
then finding out what angle is
or is
that what im doing basically
Angle D corresponds to angle N, in the two figures
Since they are corresponding angles in a similar figure, they are the same (Congruent)
You can notice this pattern for the other angles too
so seeing that theyre the same
does that mean that
b = 98.87?
and then
n = 141.87
i also applied the scale factor for the sides making LM = 20, AB = 4
<@&286206848099549185>
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Don't do people's work for them
he already did it
Yet you pretty much posted the answers
You can confirm their answers if needed but you don't need to post things like that
oh ok wont happen again
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u could just do the polynomial to 1/2 and then use u sub
yes
yes
u also need a dx on that too
but, now i realize there is issue.
-2xdx
the issue is that there is an x in the derivative
thus it is more difficult to then find your integral since now it has a u in terms of dx
correct, sorry i didn't spot it sooner
i have just googled
it appears it is a somewhat complex approach
it requires trig sub
according to the internet
all good
this is the sub
here is the first part of the answers
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im having a tough time with this problem. I'll post the test associated with the picture in a moment.
Mainly, the issue is that when I try to solve for the CDF that I keep getting inconsistent constant values associated with the integral of the PDF. I think I should be able to solve using the monotonic theorm after I get the CDF -> use plug inverse g into F_{X}. However I wanted to double check this step
ok so first this is my range $y: [\frac{3}{26}, \frac{81}{26}]$
BeeGass
$$
\begin{align}
Y = X^{\frac{1}{2}} \
y = g(x) \ \
X = Y^{2} \
x = g^{-1}(y) \ \
y = g(x) = x^{\frac{1}{2}}\
x = g^{-1}(y) = y^{2}\ \
\bigg\rvert \frac{dx}{dy} \bigg\lvert = 2y \ \
f_{Y}(y) =
\begin{cases}
f_{X}(g^{-1}(y)) \bigg\rvert \frac{d}{dy}g^{-1}(y) \bigg\lvert & \text{if } y=g(x) \text{ for some } x \
0 \text{if } y \neq g(x) \text{ for all } x
\end{cases}\ \
F_{x}(x) = \int f(x) \ dx \
= \int \frac{3}{26}x^{3} \ dx \
= \frac{3}{26} \int x^{3} \ dx \
= \frac{3}{26} \cdot \frac{x^{4}}{4} + C \
= \frac{3x^{4}}{104} + C \\
0 = \frac{3}{104} + C \
C = -\frac{3}{104} \\
F(x) = (\frac{3x^{4}}{104} - \frac{3}{104}) \
= \frac{3}{104}(x^{4} - 1) \\
1 = \frac{3}{104}((3)^{4} - 1) \
1 = \frac{3}{104}(81 - 1) \
1 = \frac{3}{104}(80) \
1 = \frac{162}{104} \
\end{align}
$$
BeeGass
Compile Error! Click the
reaction for more information.
(You may edit your message to recompile.)
ok I hope this is ok. That is my current (incorrect) work
@fallow locust Has your question been resolved?
<@&286206848099549185>
if you know probability and calculus I would be very appreciative if I could get a second pair of eyes
<@&286206848099549185>
mistake here
You have exact limits for the integral. Why are you even solving for C?
im not exactly sure why but I thought it was because I need to find the constant associated with the integral of the PDF where the CDF "begins". My understanding is F(1) = 0
given that PDF is denoted as f(x) and CDF is denoted as F(x)
$\lim_{x\ra 1-} F(x) = 0$ is true yes
riemann
But
$\lim_{x\ra 1+} F(x) = \frac{3}{26}$
riemann
draw this and you'll see
I dont fully understand this. How do you know?
also im not sure if it helps to justify what im doing what im doing but im referencing an old homework. I would be eternally grateful if you could help me make sense of it. Maybe this will also help with the fact the integral doesnt integrate to 1.
just screenshot. don't make ppl dl files
fair
one sec
sorry in advance for the wall of screenshots
its not exactly the same question but its very similar
yea at no point do they actually integrate the pdf of x
so i don't know why you're trying to
you sorta did some of this and just gave up
right track here
I thought that was what was happening here
oh right
yeah I gave up because I needed to know how to input into f_{x}. atleast i think
idk pick one method and stick to it
oh am I trying to both do this algebraically and show using the monotonic theorem? my bad. I would like to try to use the monotonic theorem. I just didnt think I had all the pieces
this is what I hope to do
$$
\begin{align}
Y = X^{\frac{1}{2}} \
y = g(x) \ \
X = Y^{2} \
x = g^{-1}(y) \ \
y = g(x) = x^{\frac{1}{2}}\
x = g^{-1}(y) = y^{2}\ \
\bigg\rvert \frac{dx}{dy} \bigg\lvert &= 2y \ \
f_{Y}(y) =
\begin{cases}
f_{X}(g^{-1}(y)) \bigg\rvert \frac{d}{dy}g^{-1}(y) \bigg\lvert & \text{if } y=g(x) \text{ for some } x \
0 & \text{if } y \neq g(x) \text{ for all } x
\end{cases}\ \
f_{Y}(y) = (\frac{3}{26}(y^{2})^{3})(2y) \
f_{Y}(y) = (\frac{6}{26}y^{7})
\end{align}
$$
BeeGass
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reaction for more information.
(You may edit your message to recompile.)
PDF = f_{Y}(y)
I think
oh and for the sake of simplifying
$f_{Y}(y) = (\frac{3}{13}y^{7})$
BeeGass
BeeGass
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how do i do this?
look at the common factor of each term
bruh
it really is
i dont care about the anwser
i want to learn how to switch from standored form to factored form
just distribute
Thanks to all of you who support me on Patreon. You da real mvps! $1 per month helps!! :) https://www.patreon.com/patrickjmt !! Factoring Using the Great Common Factor, GCF - Example 1.
In this video, I do two examples of factoring out the greatest common factor to rewrite a polynomial expression.
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looking for help on this stats review!
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brah
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AC is really code for C - A
I'd just do what they're doing
That's the same. Choose your favorite.
do i take the difference fo the two points?
Ye
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Mathematics Discord is not a good place to seek definitions
you are better off finding a description you like from a search engine
Several benefits for this:
- it's fast
- you can curate the definition that makes sense to you
- pretty pictures (sometimes)
- videos
- we don't need to type rigorously accurate descriptions or discuss their context at length since that has already been done countless times elsewhere. We can focus on the application of the definition instead.
- ...and your math problem can get solved faster.
Dot Product: https://www.youtube.com/watch?v=LyGKycYT2v0
Cross Product: https://www.youtube.com/watch?v=eu6i7WJeinw
Enjoy.
Why the formula for dot products matches their geometric intuition.
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Home page: https://www.3blue1brown.com/
Dot products are a nice geometric tool for understanding projection. But now that we know about lin...
This covers the main geometric intuition behind the 2d and 3d cross products.
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An equally valuable form of support is to simply share some of the videos.
Home page: https://www.3blue1brown.com/
*Note, in all the computations here, I list the coordinates of the vectors as columns of a...
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I'm given the following question:
A 25-foot latter is leaning against a house. The foot of the latter is being puller away from the house at a constant rate of 1 meter/second. At what rate is the angle that the latter makes with the ground changing when the foot of the latter is 15 meters from the wall.
As I repeatedly err when attempting to solve it, might someone review my process for solving this?
I see this as a triangle of base (x), height (y), and hypotenuse (25). time = t.
The angle between the base <-> hypotenuse = theta.
I want to solve (d theta) / (d t), for (x = 15).
At this point, it's intended that I use cos/sin/tan of the theta, then derive it, and algebraically solve for (d theta) / (d t).
(I'm not sure which one to chose, or whether it matters? Any should work?)
I arbitrarily chose cosine:
cos(theta) = x / 25
cos'(theta) × (d theta) / (d t) = x' / 25
(d theta) / (d t) = (x' / 25) / cos'(theta)
cos'(theta) = -sin(theta)
sin(theta) = y / 25
y = √(25² + x²)
Yeah all looks good
wait, this should be negative?
y = √(25² - x²)
So, I'm left with
(d theta) / (d t) = (x' / 25) / [√(25² - x²) / 25]
After substitution for x' = 1, and x = 15, and running through a calculator, the online platform says that my solution is incorrect?
simplification: = (x') × [1 / √(25² - x²)]
Oh... wow, when substituting the sin & √ expression, I forgot the -sin(...)
negation..
Okay, that was all
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kind of confused about this, i thought cos(x) didn't have a limit at infinity?
yeah but if you take the limit on the LHS of the inequality and RHS side of the inequality you get 0
so by squeeze theorem it's equal to 0
bc it was just oscillating ? or maybe it does have a limit because it is always some value away from zero ?
yeah okay, that makes sense i guess
we're talking about a sequence here not a function
yeah i thought that might be where i was confused
so generally speaking does the sequence cos(n) converge?
why does this say $\leqq$ and not $\leq$
Ann
no, the sequence cos(n) does not converge
as n goes to infinity? no
i'm not sure
typo, probably
or maybe it's the same thing idk
i've personally never seen that notation before
it's weird stylistically
okay so its literally just by virtue of the fact that we're using the squeeze theorem
that's all
yessir
yes we are using the squeeze theorem here.
yeah okay I'll take that. It feels a bit weird but I guess I'll get used to it
i guess the oscillation doesn't matter if you're just always dividing by infinity
i think that solves it, .close
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Hey, I have this question; I know how to find the centre of mass of the two balls at launch, but how do I find how much they have moved?
I found this relationship, but I dont know how to answer 1 or 2
i found this?
does that mean it moves
2 to the right?
Therefore the combined balls should land at x = 2
Therefore to answer b), the centre of mass moves 4 meters?
pls let me know if im right 😭
@true nebula Has your question been resolved?
why did you substitute Vf = x/t? will the time it takes to fall down be the same as the time t given that the mass is 3m now?
im not sure 😭 what my process was. I got lost and desparate and chose that but yeah, iw oul dneed to find the time it takes for it to fall down if that was the case
yeah I don't think you can substitute Vf as x/t
wait 
nvm
It would be the same
cuz mass doesn't affect g
you're correct then
no, if you drop m1 and m2 they will take the same to fall down
a feather and bowling ball will take the same time too (neglecting air resistance)
because
s = 0 + 1/2gt^2
ah i get it
was my process correct then?
that it moves 2m to the right?
from the connection point*
I think yes
therefore the balls would land at x = 2
and since the centre of mass is at x = -2
that means the centre of mass travelled 4 m right?
yes
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Teams are to be selected randomly from 12 people. If a team of 5 people is to be selected, what is the probability that it will contain the two oldest people?
I know the sample space would be 12C5, but I dunno what the numerator would be... I think it would be 12C2 * (something)
so we can think of it like this
there is 1 oldest person, and a 2nd oldest person
and we need to select them
so
12C1 * 11C1 * 10C3 (any other 3)
it wouldn't be 12C2 because that is selecting any two people (not necessarily the oldest 2 people)
Ah okay, that makes sense
in general, if you have to select 'n' specific people there is only 1 way to select all n of them (nCn)
sure
Teams are to be selected randomly from 12 people. Two separate teams are to be selected: 1 is to have 3 people and the other is to have 4 people. How many different pairs of teams are possible?
Would it just be 12C3*9C4?
I think yeah
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I am currently working on a hill encryption and I’m currently trying to figure out how mod 26 works, all of the tutorials I have found have been unhelpful.
To clarify I am working on both encryption and decryption.
Are you asking about the mathematical function modulus?
Idk I think of them as the same
they are not
Do you understand what modulo is?
Yes it is the point, because you should use the terms properly
@quartz ice 'modulo' is basically division but instead of returning a number, it returns a remainder. So 8 mod 3 is 2, and 7 mod 6 is 1. If we have x mod 26, then the function would return the remainder of x/26. It can also be thought of as b mod a = r, put more simply as ax+r=b
@quartz ice let's say I had a letter c, and a key 10
if I convert c to 3, and multiply it by 10 i'd get 30, but we want this number to be mapped to another letter so we perform 30 mod 26, which in essence is the remainder of 30/26, or 4 or 'd'
this operation would convert any natural number to a number between 0-25, or 'a' to 'z'
Good god I’m an idiot
what happened lol
What do you mean by that
something like 7 mod 8
ah then it's just 20
20 = b, 26 = a
ax + r = b
26x+r=20
x=0, r=20
if you divide 20 by 26 you'd get a number less than 1, which means the quotient is 0 and remainder is 20
Then subsequently how do I reverse that in decryption
in decrypting you'd still do, mod 26 only
the operation doesn't change only the key matrix is inversed
Thank you, I have a presentation on Monday and this is a lifesaver
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Hello
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how to do c??
@still holly were you able to do part b?
yyes
right
so if the equation read log(something with x) = <number> you would be able to solve it, yes?
yess
right
so now take 4 + 8 log(4x) = 20
can you rewrite it so that log(4x) is isolated?
ohhh am i meant to do log(4x)^4+8
wym isolating it
rewriting the equation so it reads log(4x) = ___
i minused 4
then divided by 8
is that right
and ended up with loge(4x) = 2
then i had 4x = e^2
but when i do e^2/ 4
the answer doesnt work as x
it says log there
and from context it looks like decimal log and not natural log
natural log is written with ln in your problem
is it meant to be ln??
no
I was tryna copy this method
you were trying to copy...
but you ought to know how to solve linear equations, no?
yeah so
what does it matter if the thing you're solving for is log(something) or ln(something) or something more scary
4 + 8 * [big mess] = 20
should not require you to "copy" anything to rewrite that into [big mess] = 2
cause that is the working for a similar question
ok and?
for those two steps it literally does not matter whether you have log or ln or whatever
and you should realize that
im new to the log stuff
so what
.
just because you're learning about logs does not mean the laws of algebra you're already familiar with get thrown out the window
so where have i gone wrong in my working?
i minused 4
then divided by 8
is that right
and ended up with loge(4x) = 2
then i had 4x = e^2
but when i do e^2/ 4
the answer doesnt work as x
is this your work?
yess
you went wrong precisely when you read the log as log_e.
that is what my teacher did in her working
which i said already, when you're only starting to learn about logarithms log without a base will refer to base 10, and logarithm to base e will be written as ln.
for THIS problem or for the working in blue that you tried to copy?
the working in blue
the working you tried to copy started out with ln.
she had a natural logarithm, while you have a decimal logarithm.
ohhh so i should have never went to ln
you should have never misread the log as referring to log_e, yes.
okay ill try work through my question with no log_e
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Hi! I have to start with an equation and end up with 2*tan(a)
I have to use basic identities only
Here's where I'm stuck
$\tan\left(a\right)+\dfrac{\sin^3\left(a\right)}{\cos\left(a\right)}+\cos\left(a\right)\sin\left(a\right)$
Nonna
are you starting with a specific equation?
Yes
is it important to your question?
Wait, I'll type what I'm starting with
$2\tan\left(a\right)+\dfrac{\sin^2\left(a\right)}{\tan\left(a\right)}+\dfrac{\sin^3\left(a\right)-\sin\left(a\right)}{\cos\left(a\right)}$
Nonna
factor out sin(a) in the numerator of the third term
apply fundamental identity
and express the 2nd and 3rd terms in terms of sin and cos
From the beginning or from where I got stuck?
beginning
ok
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oh im sorry
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Idk how to do this
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Can anyone teach me how to do part i? I stuck
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I'm trying to do part 2 of this question;
if I have understood what was written in part a correctly; we only have:
p(black car) = 0.8
-> p(not black car) = 0.2
p(Correctly Identified | Black Car) = 0.7
p(Correctly Identified | not black car) = 0.9
of which I think to answer part 2; to find P(Black|Correctly Identified); I need to find out what p(Correctly Identified) is; as the other values are already known, but I can't figure that out.
I get to here and then get stuck as I cant just substitute the P(Black car | correctly identified) into the p(correctly identified | black car) as then the p(identified) is just cancelled out
part of me thinks I've misunderstood how the conditional probabilities should be written out in what is written in part a; as its worded fairly confusingly to me.
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which ring is R ?
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is this abstract algebra?
what even is this
you might wanna ask in a dedicated channel @crimson sedge
people who like complicated math dont always putz around in these channels
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Hello
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Disclaimer: This is not a very important question
So I saw this image in a discord server, it is very evidently a joke but I'm curious if its theoretically solvable
You got 6 variables and 6 equations so ig yea
Basically a 2D heat transfer problem?
Rewrite it in terms of real variables instead of stupid emojis
I think that would take away from the stupidity of the problem
These are solved, but the solutions aren't satisfying
Which is not ideal given the joke
Excellent, ty!
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I have attempted to draw solution or illustration for two algebra expressions, one a3-b3, another (a-b)3. Are these solutions correct?
I am fairly confident the illustration for a3-b3 is correct
those look like correct expansions, yes
I don't know what you're trying to do with them though
In my math book I need to "verify" this apparently
verify what?
that's the difference of cubes formula. That's what a^3 - b^3 equals
100%, my bad
is the (a-b)^3 true also
yes
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An analytical student is looking for a business over time. The X is given as an analytical result. The difference between the analysis and the analysis is normal with the stochastic variability of the inventory E (Y) = β0 + β1x and the standard deviation σ = 0.15. After observing the final analysis on:
b) Can it be shown that the annual turnover increase, β1, is greater than 0.5?
Formulate appropriate hypotheses and perform the hypothesis test at 0.1% significance level.
Critical value, k = ?
c) Find a 99% confidence interval for expected sales for x = 5.
d) Find a 90% prediction interval for turnover for x = 3.
Found out that
and that the formula for the confidence interval is
I got the standard deviation in the task, 0.15. the mean of x is 3,6 I guess I should use this one
that's how I tried to solve c, but I know that it's wrong
<@&286206848099549185>
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https://cdn.discordapp.com/attachments/962367893352370267/972976521402781787/IMG_20220508_224026.jpg
I want to be able to know how to solve something like this as I have a math test tomorrow... it'd be great if someone could help
which q in particular?
10 in general
it's the first one I've seen of this kind and I want to make sure I can solve it
do you know how to find BC?
2r times angle
in radians obviously
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Can someone explain what to do in here?
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Let $(X,d)$ be a metric space and let $S\subseteq X$ and define $d_S := d|{S\times S}$. Express the open ball $B^S{d_S}(a;r)$ in $(S,d_S)$in terms of the open ball $B^X_d(x;r)$ in $(X,d)$
ALBERTO BALSAM
What i have so far is:
$B^S_{d_S}(a;r)={z \in S : d_S(z,a) < r}={z \in S: d(z,a) < r}={z \in X : d(z,a) <r} \cap S = B^X_d(a;r) \cap S$
ALBERTO BALSAM
but i am not sure how to make it in terms of $B^X_d(x;r)$ for some arbitrary $x \in X$
ALBERTO BALSAM
Any help would be appreciated, thanks!
you should probably ask in advanced analysis
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whats a pmf
Probability Mass Function
yea
does a pmf care if a heads happened first or last as long as only one heads showed up
It said contract any possible outcomes
yea
so how many of your outcomes have 1 heads?
0, 1 , 2 , 3, 4
these are the possible outcomes, right?L
Yes they are
But my brain is like about to give up because of this stupid homework
<@&286206848099549185>
you need to count
count out how many outcomes land in each of those 5 possibilities
So it's the exact same thing like count 40 times? Since it said on the activity tossing 4 coins 40 times
are you sure you understand what a pmf is?
you need to count how many times you have one heads
if you divide this by 40, you have P(X=1)
Ooooh I get now thx a bunch
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hi everyone, bit of an analysis question but using change of variables how would I go about doing this
try t=u/a
looks like it works nicely
so the integral becomes a/u?
why do you need a change of variables?
$t = \frac u a \to \dd t = \frac 1 a \dd u$
jan Niku (@pomodoro role)
so $\int _{a} ^{ax} \frac 1 t \dd t \longrightarrow \int _{t=a} ^{t=ax} \frac 1 a \cdot \frac a u \dd u$
jan Niku (@pomodoro role)
oh that makes sense, thanks for the help, i dont have a lot of experience changing the bounds like that, i figured it was simple but havent done that before
thank you!

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idek what that means
When you have x - something inside then it’s shifted to the right and if you have x + something it’s shifted to the left
f(x-1) is the graph of a function f but shifted 1 to the right
And when you have a constant greater than 1 multiplying a function the graph becomes squeezed
which one is it
Figure it out yourself lol
??
Maybe rewatch the video
Did you even read what I wrote
Dang
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Hey everyone, I'm stuck on a math problem and I was wondering if someone could help me out.
The problem is the following:
__Question: __
S= integers X natural numbers
R= {(a,b) ~ (c,d) <=> ad = bc}
Which of the following properties apply to this relation: reflexivity, symmetry, transitivity?
Answer:
I already know the following definitions:
Reflexivity: for every x out of S: xRx
Symmetry: for every x,y out of S: xRy = yRx
Transitivity: for every x,y,z out of S: (xRy and yRz) = xRz
The issue is I don't know how to examine that specific relation for those properties.
Help would be appreciated👍
well the things related by R are pairs of (integer, natural)
but other than this you apply the definition all the same
verify whether for all a1, a2, a3 in Z and b1, b2, b3 in N the following holds:
- reflexivity: (a1, b1) R (a1, b1)
- symmetry: (a1, b1) R (a2, b2) implies (a2, b2) R (a1, b1)
- transitivity: (a1,b1)R(a2,b2) and (a2,b2)R(a3,b3) implies (a1,b1)R(a3,b3)
Okay thank you
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can someone help me with this? a rough sketch maybe?
@bleak jolt Has your question been resolved?
okay
so i here you want to fix certain point to see what happens
so if you let
y,z = 0, what is x equal to?
that will give you a point
(x,0,0)
repeat this process for to get (0,y,0) and (0,0,z)
three points, you can define a plane
basically you want to find 3 points you know are on the plane so you can sketch
@bleak jolt
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hello, did I label this correctly? (trigonometry)
is 22.6 the opposite?
@unreal otter The hypothenuse is always opposite to the 90 deg angle
so 22.6 is the hypotenuse?
So you switched up hyp and adj
oh
No that is not opposite to the right angle
the right angle is where the square is drawn
i already know this
ohh okay thanks
how can i graph the 0,0,0
just plot that point on the axes at the origin
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hi. can you explain what is the difference between divide difference method and newthon method?
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sin Q + sin P = 7/5
Q+P = 90
Find the value of sin2P without a calculator
so I've shaped it into cos P = 7/5 - sin P
and then sin 2P = 2sinP(7/5-sinP)
I have no idea how to go further though
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can someone help me with my math notebook? its grade 8 math
please ping me if someone is welling to help
• Don’t ask permission to ask a question, or ask if anyone knows how to solve a type of problem. Just ask your question.
i did
It says just ask your question, you didn’t you asked if someone can help
Just ask the question mate
I’ll try to help you
its alot okay?
okay