#help-0
1 messages · Page 733 of 1
this is a really garbage course
i believe you were the one who told me for an earlier question that was also wrong to appeal that the question's answers were all incorrect
if i were to do that that would be a lot of appealing
because to say there are things here being taught incorrectly is an understatement lmfao
the course was recommended to me by my school, i shouldve went with john-hopkins instead 😦
Uni course?
its an algebra II course for highschool
im taking it to test out of algebra II so i can go into pre-calc next year
tho idk if i can pass the test to test out of it if a bunch of stuff im being taught is wrong 😅
we'll see
Ye well... What you have above is a multionomial model. But I'm curious how your teacher got to that conclusion ever. We can easily see that 80 * 0.223 is not an integer for example so it is impossible for our simulation to be "consistent" if consistent in his mind means exact same probability.
and if he is like oh it just needs to be close to the true probability then there clearly is a difference whether the simulation was for 80 or for 80000 for example (like with the coin thing mentioned above for example)
I have taken certain math courses through CTY and was tryign to take a math course at UW, however they said that the CTY courses weren't "college level" courses and that I couldnt test through the courses.... So i would have to take calculus if I were to take a course at UW. Does anyone know what to do... oviously tkaing calculus, multi, and the following courses would be a huge waste of a year and tons of money. Does anyone have any suggestions... I cannot go to a different college to take courses because UW is the only college without an age requirement (I am going into highschool this year)
I mean they even say on there website it doesn’t count as college courses
University of Wisconsin or Washington?
So not really sure what you expect
Many schools do have placements tests that can place you into calc 3 right away. You could also seek instructor consent to take other courses
washington
Which course were you considering taking?
they dont have a placement test
I was tryign to take linear analysis
They said I would have to go into calculus 1.....
analysis (p.d.e + fourier and stuff)
yeah, it's probs pretty unlikely you'd be able to skip into an upper level course like that :/
wdym
I was in the same boat, it kinda blows but often taking calc at a good university can be enlightening
but it would be a tremendous waste of time and money?
Is there a youth options program in your hs?
nope
wdym by enlightening
You could consider reaching out to the prof and ask to audit the class if you just want to learn the material, but if you're looking for credit they'll probably want to vet you to make sure you're able to perform in university level courses
yeah probably want credit unless I want to do this again when i go to college....
Depending on how rigorous CTY was, in good math schools the calc sequence is taking pretty seriously and can be a good intro into analysis
That's what i mean by enlightening
Is Calc 1 the only class you have available?
After taking calc 1 would other courses open up or would you be stuck in the calc sequence?
What are the prereqs for analysis level courses at UW?
its a pretty low level course... only 200 level
differential and linear algebra are prefequs
I think I would still be stuck... and what sucks even worse is I can only take 1 class per semester because of hs...
I think you may just be stuck in the system here, even if you wait until college it's likely you wouldn't be able to test past calc 3 without college credit
:/
Have you looked into online courses at other universities?
yes
all of the other universities
dont.. offer courses past calculus
and if i want to take university courses.... all of the other ones have age reqs
I need help with this quest8ion
please
aw man i posted here would you mind posting in another section?
otherwise i will its fine
I'll post somewhere else
its fine ipostred in question 1
did you do something?
no i just need to know how to do iut
<@&286206848099549185> can u help with the above picture
Well, we know the function is continuous everywhere except x=-1.
To make sure the function is continuous at -1, both left and right hand limits need to be the same and the limit is f(-1)
dackid (jump king +)
Now, try to determine how to use this knowledge to figure out a solution
thx for the life saver
Keep in mind I did not give you an answer, I only gave you a helpful way to think about the problem in order to figure out the answer yourself.
ye i always forget the parts i need to solve i know how to
but i forgot the small parts
Sounds like you know where to go from here 🥳
Hey everyone. Can anyone help me with this? I dont understand where is underline, where the number 1 is.
Are you asking how they go from the second line to the third line?
If so, its just the definition of $Im(z)$ and $Re(z)$. That is, for $a,b \in \mathbb{R}$, then $Im(a + ib) = b$ and $Re(a+ib) = a$.
Billy Clintorus
Yes!! Omg, i get it now, thx ❤️
Fairly easy question Im just kind of stumped.
The start up costs of a farm is $1,840,000. Each harvest costs $560,000 in resources and labour but the produce is sold for $780,000 for $220,000 profit per harvest.
How many harvests will take until they are in the green. (paid for the starting costs and bearing in mind each harvest costs $560,000)
they make $220,000 per harvest, and need to pay off $1,840,000
how many harvests will it take?
maybe that rewording will help?
@astral dagger yes its convolution \
@modern wren I don’t have the brain power to look at the problem rn, I still have some feedback, the modulus operator is “%” so “1 mod 7” is 1 % 7
Just make sure to add a space between and the other values so it’s not mistakened with a percentage
Although I think the concept is context oriented
@slate arrow
First make useful variables. What would the variables be?
Yeah very nice! That does work
yeah
What would their ages be 3 years ago?
beautiful
And with that, you're basically done. Solve for x
or 3x
well done boy
then the daughter would be 12
👏
well, the sum attends to their ages 3 years ago
oh yeah that is right
U calculated current age correctly u good bro
SubGui
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if I have a tree with 10 layers. each node has 100 children, starting from one top node.
how many will there be in the bottom layer
(I'm to tired to do this right now)
wait
it's 100^10 right?
first one has 1, second one has 100, third one has 100^2, ..., 10th one has 100^9
ah ok thanks
You need to figure out where you first get a repeated output. When you get two inputs with the same output, the inverse has one input with two different outputs, which isn't a function.
Does that make sense?
How do I write an expression for 6 less than half of x
Try to break your problem down. Figure out how to write "half of x", then 6 less than the stuff I indicated in quotes
So let's approach this problem with a simple example
Let's just say that x is $10 in this case
What is half of x? In this case
well 10 / 2
Yep, and because of the type of question this is, you can simply substitute 10 for x
so x / 2
Yep. That's "Half of X"
Let's not try to guess. Try to use things you know to approach things you don't know
Let's use x being 20 now that we're tackling the 2nd part of the question
You know that 20 / 2 is 10
Let's say 20 / 2 is "that", or "y", or whatever you want to call it
uh
Your question again was "expression for 6 less than half of x"
yep
So then let's substitute "20 / 2" for "half of x"
right
So your question for example would be "expression for 6 less than 20 / 2"
What would 6 less than 20 / 2 be?
so it would be 4
Correct. You've learnt to
- Use a small enough value like 10 or 20 that you can comprehend to wrap your head around a problem
- Use a small enough problem that you've already solved to solve a bigger one
You're very welcome 🙂 Try to use the similar approaches when solving questions in the future. Keep in mind of the techniques you learn because they will be extremely valuable in many aspects of life
Could someone with more teaching experience mention how I could've helped better? I felt like I didn't know how to bridge the gap between the "6 less than 20 / 2" (my own brain has problems wrapping around the question lol) but I felt like my approach was nice, short, and sufficient for what was requested
y=|cosx| is not differentiable at x= (2n+1)pie/2 . can someone explain why is it not differentiable at this point?
this is part of my practice test
Note that |x| is not differentiable at x = 0, so you care about when cos(x) = 0
i see 🤔
thank you
can somone pls check channel 1 once they are done pls
adakah orang indonesia disini ?
hey
need help
so my constraint is 4x+3y = 2
and my equation is x^2+sqrt(3)/8y^2
but when i differentiate i get a different answer to the solution
they used a different method but i should get the same area
,rotate
where did i mess up
sry this stuff is too hectic but i appriciate if anyone can help me
the minimum area should be 0.11, and i got 0.07
check the area of the equilateral triangle
@lapis valley
you probably thought of asqrt(3/4) as sqrt(3)/4
X x 2 is 2x or x^2?
is it wrong?
i wrote it like this sqrt(3)/4
work from there
this is a little weird, don’t you usually i for imaginary numbers?
or am is this not it
ohh
but from what ik it looks right all tho 1b it. doesn’t look like it’s (-7,2)
it should be quadrant 2
nah um so just think of graphing real numbers
the point (-7,2)
like that
i could be wrong but that’s what it would be
logically
np
26/4=13/2
I had to calculate the right side
c is the length of the hypotenuse
the opposite side
I had the adjacent and the hypoteneuse
and I had to get the opposite
so I had a=17 and b=8
That's all I had
please enlighten me
c is the length of the hypotenuse
what length does the hypotenuse have in your triangle?
hypotenuse is the longest side
17
I'm aware
But the hypoteneuse is already given, one second let me send the equation before it got solved
and yes, it is correct
so you are finding the length of the shorter side
you need not use angles even, since the triangle is a right triangle
yeah
yes
64+b^2=289
289-64
=????
Thanks, I never knew c was the hypoteneuse
In a right angle triangle are the angles always 90, 45 45?
all the questions so far have been in this orientation
Can we solve this with algebra?
yes
not all right triangles are isosceles (two sides are congruent or two interior angles are congruent)
Alright thank you
,rotate 90
But the negative part i think i did something wrong
But then what if I do? Do I have to calculate the ratio here?
what are you solving for, a and b?
here you use trig ratios
I asked in #help-7|zen1thxyz because I thought this channel was occupied
let's move there
hello
if I want to evaluate the formula in normal plot (x, y)
formula of line i use normal formulas
like f(x) = ax + b
when I do such on log scale x I go f(x) = alog(x) + b
and what about when x axis is the square root scale
will it be f(x) = a*square(x)+b?
Can someone help me pls
I gave my earnest attempt at this question and could not get anywhere
Here is the question:https://ibb.co/nnHgsdd
Some Context to the Question I leave there from Passages to the book
https://ibb.co/
I stuck on this question
Which one is it?
What book btw?
Zτ = ∂/∂z + 1/2 τz'
Zτ' = ∂/∂z - 1/2 τz
Using ' for overbars haha
And it looks like (a, b) = ∫ ab dx over the entire domain
I'm looking to just simplify the left, and simplify the right. They should come out to the same thing. Does that work?
No,i tried :/
you need the conjuagte for b for this case
Ah I see
can someone explain the steps taken to arrive to the answer? thanks!
thanks 🙏
Result:
309.6420268553
ohh
also
oops my bad
since you had the calculations
you really really should share them
the way you asked the question it appeared you didn't know how to even start
do that all the time for all future problems. share all the progress you have made even if it led you to the wrong answer
alright
Use the law of cosines bud
Gonna quickly google that
Law of cosines*, sorry.
i cant do a), i did
cosC=(9.5^2+8^2-15^2)/2(9.5)(8)
cosC=0.4654...
C=cos^-1(0.4654...)
(I made a triangle BCD, D is left horizontal of C to the B line and named the bottom right angle theta)
theta=117.74000/2
theta=58.87 degrees
∴ bearing from B to C = 148.87 degrees
but the answer is 145.9 degrees
is CD meant to be perpendicular to AB?
no
@small holly what is the bearing from B to A?
180
good
and can you somehow find angle ABC?
because if you can, you should be able to construct an equation for the bearing from B to C with that information
👍🏻
Advanced Textbooks in Mathematics
The Wigner Transform
https://doi.org/10.1142/q0089 | May 2017
Pages: 252
By (author): Maurice de Gosson (University of Vienna, Austria)
Anyone has this book
Can someone DM me pls
Lib gen doesnt have it
I need some help with part c of this question
Sorry if it seems dumb, but I still haven't been able to do this...
Even after trying the law of Cosines
can you show your work?
In ∆ABC, a = 10, b = 11, c = 13. Find the 3 missing angles (2 d.p).
Here's what I tried to do:
Me ?
no, @split slate
Ok
$13^2 = 10^2 + 11^2 - (2\times10\times11) \times cos(x)$
HappyAlt
oh sorry
That's all I've tried so far
that image is wrong
this: $13^2 = 10^2 + 11^2 - (2\times10\times11) \times cos(x)$
Like...
maximo
implies that x is opposite of the side length 13
yo
can someone please help me!
Online learning kinda sucks!
Well not kinda, it sucks
Working is fine, so just simplify that expression you have to get it in the form that the question asks for
@indigo jetty stuck
Thanks bud! I got the answers I was looking for and I (kind of) understand it now! I can ask my teacher tomorrow for anything I am unsure about.
awesome 🙂
for 15b u have two choices: calculus, or completing the square
Worksheet is on related rate of change so I gotta do by calculus
then go forit
yup, then express x in terms of k
Sorry
then sub that value of x back into the expression for A
Didn't realize channel was occupied
I got A in terms of K now
that would be the answer
For part c I got dA/dt = dA/dx ×dx/dt
ok
so your task is to find dx/dt
You know dA/dt, which is given in the question
so now you have to figure out the value of dA/dx
you are not supposed to solve for k
so basically find the value of dA/dx at x = 1/2
that 1/(2k) only applies to the previous part, where dA/dx is a minimum, but we are not told that dA/dx is a minimum for this part
yes
Thks a lot of the help 👍
👍
dont post your question on top of someone else's recently posted one
looks good
that works
Oh well
Why does this make a difference though?
One is negative, the other is positive
radians vs degrees
np
nope, the triangle should be flipped vertically.
Sorry to cause trouble here, but could you please do a rough sketch of what you mean?
Like MS Paint if you're on windows or screen sketch, anything (including paper)
Now that I think about it...
That would've made it a bit easier to understand
Thanks for the illustration and your time!
it says angle of depression though, no?
True
But what they just did is kinda the same thing
Angle of elevation would be different to the 9°15'
It's still in the corner that's going down, so in my opinion, still valid
But, you probably know more, so I won't argue too much
hmm, i doubt they would be the same answers
maximo
nvm, my diagram is also wrong
unless 9 15' is = 45 degrees, but i don't think it is
editing.
9°15' = 9.25°
Also, another question has risen
I figured out a to be 176.4m
But now, would b just be 176.4 - 24?
that is the same diagram
same diagram but correctly labeled angle of depression
Not according to the answers however:
i did not say yours was incorrectly labeled
this is his
hey , anyone familiar with python ?
ayman, read #❓how-to-get-help, also, not the server
anyone,pls need some help
@tawny totem #❓how-to-get-help
@surreal meadow already read them i just want to know if its possible to help with python on here
as its maths related
you clearly didn't
dont ask to ask
this channel is in use
lol
don't ask to ask
okay
go reread them and ask again 🙂
it seems like it
its close enough to where it might be a rounding error/typo
Ah okay
I just didn't think it could a typo
But yeah
Thanks!
yeah, they are a bit off
i need to find the area of this. I did
A=1/2x5x6xsin65 (half of the shape's area)
A= 13.59461681m^2
then i got the angle of the 65 degree's opposite corner:
cos0=(4^2+2.5^2-13.59461681^2)/2(4)(2.5)
cos0=0.9899542372
0=cos^-1(0.9899542372)
0=8.128180311 degrees
after that i got the second half of the shape:
1/2x4x2.5xsin8.128180311
@lofty stump
Hey so guys, we got a small project to work on for school, i understand help with projects and such may not be allowed, but i need help in understand what the fk a question is asking of us to do not really needing help with calculations.
I need help with the bridge design 2, part of the project, i don't understand if for the right side it will also decrease by 55% of the previous and if shortest one is to be atleast 1 m long aswell, or are they leaving it up to us to decide what we want to do with it.
your lighting is cool lmao
❤️ purple light
can someone help me out on this?
since i will sleep now and wake up, this message is likely to be lost
please dm me any help if u are going to do so thank you!
it probably means equal to by definition
its 1/cos im dumb nm
bye bitches
Wow, everyone posts in one channel.
Hi, I'm trying to understand a solution to a fluiddynamics problem. We basically have polar coordinates $(r,\theta)$ whereas we have rotational symmetry i.e. basically $\frac{\partial}{\partial \theta}=0$. We want to find some velocity $\vec{u}=(u_r(r), u_\theta(r))$.
The solution at one point does
[
0 = \frac{\partial}{\partial r} \bigg(\frac{1}{r} \frac{\partial }{\partial r}(r u_\theta) \bigg) \quad \Rightarrow \quad u_\theta = \frac{1}{2} C_1 r + \frac{C_2}{r} \tag{1} ]
I'm trying to see how I'd get to that systematically without "starring at it and just guessing it".
My approach is: $\frac{1}{r} \frac{\partial }{\partial r}(r u_\theta) = C$ whereas $C$ is some constant. We get
[
u_\theta + r\frac{\partial}{\partial r} u_\theta = rC \tag{2}
]
that's an inhomogeneous Euler-Differential equation right? So my approach would be to first solve the homogeneous case and the the particular case and then "add them up" but that seems way too involved for this lecture (they basically don't expect people to solve anything beyond sep. of variables).
So my very simple question is: Is there some easier simpler way to solve it, like some trick I don't see right now? Thanks 🙂
balance
What does [] mean in Geometry?
Does it mean perimeter or area?
Like for example here.
What do these mean.
Anyone?
@wispy olive It's area: https://artofproblemsolving.com/wiki/index.php/Area#Notation.
No problem.
what are the odds of getting tails on any of 10 coins
its 1 - the chance of getting all of the 10 coins heads
i thing its called complementary odd or something?
you either get at least one tails or no tail at all
so:
P(at least one tail)+P(no tail at all)=1
P(at least one tail)=1-P(no tail at all)
a^x=b^y to a=b^(y/x)
how does that work
im trying to understand a proof
wait i can use latex
How do you get from
$a^x=b^y$
to
$a=b^{y/x}$
Epicmania
maybe you should use log?
$(a^x)^{\frac{1}{x}}=(b^y)^{\frac{1}{x}}$
its proving a log property
G3oG0dly
can you continue from there
Epicmania
this is correct right?
raise*
then multiply using law of exponents
yes
Hello
Two equations have at least one solution in common. How can I translate that information into math stuff?
My english is pretty bad lol
The equations contain a parameter , so I tried to make the solutions equal, but i dont know how to deal with the roots
I realized I could make delta=0 and get one of the answers, but I dont know how to get the second one
i see this one not on use so imma proceed
this is conjugate question, rationalize it
I just learnt this today but still bad at it. Im stuck on after i multiply the numerator [ 1-√2 ] * [ 1-√2] (result of denominator conjugation [1+√2] )which will get
1 -√2 - √2 + 2 and i have no clue on how to solve -√2-√2
sorry for the inconvenience and i appreciate your help.
i have whole week so deadline is not a problem and maybe i could learn myself by that time. but your help might fast forward it.
SubGui
I meant 6/-1, there's a typo
Wow good tex skills
still improving, but thanks
Thanks a lot, i'll learn from this
also, you could have proceed by multiplying each fraction by the denominator conjugate
as you have learned
but I still prefer to do like I did
alright i'll find my preference, thanks
Has anyone got time for this? Or the information I give in that message and in the ones below is too little
If you make the two equations equal to each other and then solve for x
sorry i did not realize it was a question, pardon the intrusion man
Like that I would find x=a+... , why would I need that?
Can you show the problem?
Yeah it's not in english, I'll try my best to translate it
But do you have the equations?
"For which values of "a" do the two equations x²+ax+2=0 and x²-x-2a=0 have at least one common solution?"
Ok let me try
Thanks
Is there an error to this problem?
Hope that’s helps 😄
Actually a can be -1
Just by plugging -1 into the equations we will see that they are equal
Yeah, to show that tho? I did it by calculating the 4 solutions of the two equations separately, then assuming delta=0 and solving
Does it make sense?
And delta>0 is the case you showed
Via the system
Yea makes absolute sense
How were you able to calculate 4 solutions for the equation?
I think I used the wrong word
Did you just plug into the quadratic formula?
Yrp
Yep
I had got -1 as my first result but I didnt know what to do next
So thanks a lot
Well the question is just asking for 1 solution no? So I guess you had it 🙂
I would have got half a point I guess lol, its asking "which values"
Ahh I see. Well glad I could help 😁
Thanks and bye
I have another completely unrelated question.
i⁴=1
Take the fourth root of both sides
i=1
I dont know pretty much anything about how imaginary and complex numbers work, but what's wrong here?
Or maybe I dont know how roots work lol
So i is equivalent to sqrt(-1)
If I put the sqrt(-1) to the power 4 than it simplifies to 1
Yea but then right here I get i=1
And it is wrong
Why
Well I always equals sqrt(-1)
you're solving $z^4-1=0$ with a root already plugged in
Mosh
$z=\pm 1, \pm i$ are all the solutions to that
Mosh
yes
Ye thanks guys
$z^4-1=0 \ (z^2-1)(z^2+1)=0 \ (z-1)(z+1)(z-i)(z+i)=0$
Mosh
quick question, what is (2a+3b)² expanded? is it (2a+3b) or (2a-3b)? and with (2a-3b)²?
$4a^2+6ab+6ab+9b^2$
Lambdalo
for (2a+3b)²
oh, okok, ty
but when i want to use the foil method, to expand it do i invert the signs of the 2nd parentheses?
to use the foil method you need to expand it like:
(a+b)²
(a+b)(a+b)
what sign is the wrong here?
what should be minus
nothing
(a+b)² = a²+ab+ab+b²
for mutliplication (-n) times (-n)= n but negative times negative = positive you can't use that principle for n*n=-n
$(-n) x (-n)=n,n x n ≠ -n $
$(-n) x (-n)=n,n x n ≠ -n $
alright it doesn't want to compile
yes that is correct
no problem
you might want to go to https://discord.gg/physics
oh its calculus and vectors not physics
oh then my bad nevermind
where are you stuck?
i try solving it and
(4√3 I + 29j)
this what i got
sounds about right
Calculate vertical and horizontal forces then use pythag
This room is busy rn
Ok
do u get 206.2
do u need answers or like.. proper solved solutions ?
@alpine sable i just need help understanding the 3rd question
okaY
$\lim_{x\to 0}\frac{3^{\sin(x)}-3^{\sin(0)}}{x-0}$
Mosh
Yes I got 206
woah whats that
rewriting the 3rd limit
okay thanks
@glass lichen would you use the L'Hopitals rule for this quesiton 3?
no
oh I used L Hop for question 2
Ok well you can, but you dont have to L'H either 2 or 3
can you tell me how to solve it without using L'H
solve 2 or 3?
just 2 for now and then ill attempt 3
Ok $\lim_{x\to 0}\frac{\sin(x^2)}{x}=\lim_{x\to 0}\frac{\sin(x^2)-\sin(0^2)}{x-0} \ =\dv{x}\sin(x^2)|{x=0} \ =[2x\cos(x^2)]{x=0} \ =2(0)\cos(0)=0$
Yes np 😉
so that would be the final answer?
no clearly not
this is lhopital with extra steps
Mosh
it technically isnt, it's recognizing a derivative
fair enough, different method but they both end with taking the derivative of sin(x^2)
then yes, in that regard
No
😋
it's in use
by who
10
10 total, 9 other
so how is question 3 different from 2
you can do 3 with the same process I demonstrated, recognizing the limit as a derivative
its the same concept right?
yes
okay thanks
ok
hi
Resolve a force of 200N in the direction S 22 degree E into its regular componets
Hi
Hi
<@&286206848099549185>
@gaunt magnet Use sin and cos
i got
what did you get?
y componet should be -200sin22 and the x is 200cos22
south of east
then you're right
so y componet should be -200sin22 and the x is 200cos22
Oh, sorry 😅
@gaunt magnet yes
which one?
a)1/3v
b)2/3v + u
c)2/3v - u
d)(1/6)v+u
e) v/2-u
f)-u
yes.
so that right?
Given I said yes...
check how to get help
ok ty
didnt ask the peanut gallery
wdym
lol
channel is in use
Not sure why you also feel the need to constantly harass me whenever you get the chance
its the opposite u harassed me for asking if my answers were right
alright
A mass of 60kg is suspended from the ceiling by ropes.The angles between the ceiling and the ropes are 31 degree and 59 degree.Determine the tensions in the ropes include a diagram.
The acceleration due to gravity is 9.8m/s^2
Include a diagram
Did you draw and FBD yet?
no not sure how to do this question
First draw an FBD
i think you are going to use a calculator for this one since you are prob going have to do sin , cos , tna
tan
so ye 🙂
my input i dont know anything else though
Yes, that's the diagram you're going to but not the FBD to use
Now make a FBD then equilibrium equations, sum of forces in the x and y direction
quick question, what is 2 * x^2
Exactly that
ok, ty
so now
m= 0.60kg
what do i do now
That m is wrong
what should i do
how shall i start
Do you know what an equilibrium equation is?
Not chemistry, physics equilibrium
then im not sure
those are 2 seperate questions
Yes
yeah
can someone show me what c/cos(45) looks like on the unit circle
cos(45) is the length of the base of this triangle
can you help me with #11 too?
Do you know what the first term is?
Right! Then the second term:
28 + 10(n - 1)
Memorize this haha
uhh
Or, at least understand why it works by plugging in a few points
so did u get that by
doing
a1 + d(n-1)
is that how u got
it
also, i dont think thats explicit
so can u put the problem into that
So I just have a lot of experience with this, and can sus out the form haha. You will be able to too
That is explicit
28_10(n-1)
All you do is plug in a1 and d into the formula
Yes
Hi
this question i did it
but
A mass of 60kg is suspended from the ceiling by ropes.The angles between the ceiling and the ropes are 31 degree and 59 degree.Determine the tensions in the ropes include a diagram.
The acceleration due to gravity is 9.8m/s^2
Include a diagram
i made a diagram
then
so i got
T_1 cos31+ t_2 cos59=0
Pls someone tell me if i made any mistakes
It looks good friend
Use the second equation to get a nice expression for T_1 in terms of T_2 and plug that in the first equation
T_1 cos31+ t_2 cos59=0
this?
Yes. This equation tells you that T1 is exactly $\frac{\cos(59)}{\cos(31)}\cdot T_2$
navessss
,w cos(59)/cos(31)
and then?
What percentage is 2,800 out of 10,300? *
go to another channel in use
<@&286206848099549185>
Since you have T1 in terms of T2, you can plug in whatever expression you got for T1 into the first equation
Then you solve for T2
Then you plug in the value you got for T2 into the expression you got for T1 and that should be it friend
i got T1 = 645.1
T2 = 1073.6
Plug both values into your original equations, and the equalities should hold if you did it right
how sorry if im being dumb
its ight I've been in your place many many times before believe me lmao
the equations here
Plug in the values you got in those, and you should get something like 0=0
that's how you check these things
so T_1 cos31+ t_2 cos59=645.1
T_1 cos31+ t_2 cos59=1073.6
No, no
So,
When you see an expression of form x=k, you're stating that x and k are the exact same object. When you know, for example, that x=123, you can use the symbols "x" and "123" interchangeably. They are two different names for the same thing.
So $T_1\cdot\cos(31) = 645.1\cdot \cos(31)$
ohh
navessss
,w T_1\cdot\cos(31) = 645.1\cdot \cos(31)
Hey
Im rlly confused on this
So what i think its that its between the height
or yearly income
im not sure tho
not sure tho cause I didnt do that in school yet
what is the result of 5 - 4 x 12
do you know about order of operations?
if not this should help
ok ty
its height
Are you sure?
yes
how so? im curious
Same
height is a common example of something being normal distributed
and income isnt?
no?
okay
Height has a clear mean value based on demographic and history of the people
oh yeah
because some people have a much larger income then others?
while someone being much taller than an average is rare?
^?
that about right?
yes, extreme heights are rare genetic mutations
ok tysm
stretches far to the lower incomes, interesting
what country is that?
its the different regions colored in, dunno which ones were which tho as I already closed it
oh ok
can you write OB in 2 different ways?
forget about 2 ways ask him to do it in 4 ways
mark a point centrosymmetric to O relative to B
we can call it O'
then O'A||OC and AC|O'C
AOCO' is a parallelogram
then express OO' in terms of OA and OC and find OB knowing that the diagonals of a parallelogram intersect in the middle
hang on you will need a better argument to prove the parallelogram
prove that triangles OBC and ABO' are congruent, and prove ABO and BCO' are congruent (both pairs side-angle-side)
then |AO|=|CO'| and |OC|=|AO'| (segment lengths, not vectors)
AOCO' is a parallelogram
I mean yeah, make a geometric argument, however you can do it in like, 2/3 lines of quick algebra
in the question we just need to prove allgebrically how to do it right, we didnt need to like solve anything right
yeah, prove algebraically
so what i said is correct?
Ohh
refer back to this.
