#help-10
1 messages · Page 520 of 1
I did a
I know b and c should be quite easy, but I'm having trouble seeing which uses derivative
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@leaden ginkgo Has your question been resolved?
By definition…
By definition… I don’t know what to say
You exam whether it satisfies transitive , anti-symmetric… by definition
Unless you didn’t read their definition at all?
Then you read your textbook…
Okay then I give up.false false false true
Yeah
Read your textbook next time
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need help for number 11-15 i have no clue answering this
<@&286206848099549185>
,rotate
@timid silo Has your question been resolved?
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14 x 13 x 12 ... (2)(1) / 5! 9!
what is the formular?
what do you need help with?
So you should get 1413121110 / 5!
Then just be smart with how you break the numerator up
$\binom{14}{5}=\frac{14!}{(14-5)!\cdot 5!}$
do i cancel out the 5! or 9!
how exactly is that leading to 48048
with the top
E.g. 12 = 4*3
Big xdddd
are you doing this by hand or with a calc
9! Cuz it makes it easier
$\frac{10\cdot 11\cdot 12\cdot 13\cdot 14}{2\cdot 3\cdot 4\cdot 5}$
Big xdddd
what did yuo do after that
i think thats where i messed up. I multiply the top and divide by 5
got 2,002
14(13)(12)(11)(10)/ 5(4)(3)(2)(1)
then cancel out the bottom with top
7(13)(11)(2) = 2002 ?
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hi i want to know if i've gotten the answer right for this q.
my ans: (B ∩ C) - A is what covers 011, 101, 100
so you're saying (B ∩ C) - A contains the elements 011, 101, 100?
uh hmm ok, what would contain all of those elements?
You've got 011 in the set you gave, union that with something that contains 100 and 101
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d and e only
what's your question
having a hard time in d and e
that's not a question
This is my question
that is also not a question
Umm it is
that's an assignment task
What?!?!?
not a math question in a clear, concise manner
if you want us to help you with that task
Dudes thats algebra
then you have to show what you've done so far
Someone help me
we won't just do it for you
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what have you tried?
sin rule should work
Law of sines says $\frac{a}{b} = \frac{\sin A}{\sin B}$ right?
Zybikron
So, $\frac{ab}{bd} = \frac{\sin \angle ADB}{\sin x}$
wait, are you sure this is written correctly?
are you trying to prove ad/bd == ac/dc or ab/bd == ac/dc?
Didn't you just type the same thing twice
Nvm I'm dumb
1st one
Ad/bd = ac/dc
If it doesn't make sense it's probs the second cause i memorised it from the test I had
the first one isn't true
Oh so it's orobs the second one
okay
Zybikron
how could you rewrite ac/dc with law of sines then?
Where did you get the right side of the eqasion from
law of sines
yep
Why angle adb
oh sorry, should be ADC
Oh alr
so $\frac{ac}{dc} = \frac{\sin \angle ADC}{\sin x}$
Zybikron
Oh yh I understand now thanks
so we're just taking this and rearranging to get the parts we care about
Now, since <ADB and <ADC are angles on the same line, what do you know about them?
Are they the same
I'm still kind of confused about how you got sin adc/sin x
Like how does that equate to ac/dc
Nvm I understand that part now
Acc I need a bit of help understanding some parts
@fair wing Has your question been resolved?
@fair wing they are the same, but why?
Idk why
When you have supplementary angles $\alpha, \beta$ then $\alpha+\beta = 180^\circ$
Zybikron
and, $\sin\alpha = \sin\beta$
Zybikron
so since <ADC and <ACB are supplementary, you know sin ADC = sin ADB. How can you use this, with the equations from before, to get the equality you need?
Plug it in??
@civic zealot
You have $\sin \angle ADC = \sin \angle ADB$, what can you says about $\frac{\sin\angle ADC}{\sin x}$ and $\frac{\sin \angle ADB}{\sin x}$?
Zybikron
I don't know what I can say about it
If $a=b$ what can you say about $a/c$ and $b/c$?
Zybikron
That they are the same
yes
now use that same reasoning here
what does that tell you about this?
and this
oh nvm, it’s a different q
Does it say that they are both the same?
yes
Is that it or
Can I repeat it to u
sure
So I'm sure I understand
So If a/b = sina/sinb then ab/db =sin adc/sinx
And since adc and adb are tge same
I dk about whats next
Oh I see
So what do I do with it next
Or can you do the full working out so I can understand it better
scroll through the convo, piece it together. It'll help your understanding
Oh I get it
Since the sine adc and adb are the same
It proves thar they are equal as they both equal to sinadc /sinx
@civic zealot am I right
yup
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How many ways to get 2 pair poker
For a hand of 5 cards?
Ye
Did you try counting?
Lol
What's funny? Do you need help counting ?
It is over 100000
It should be 13choose 2 ways to pick rank of each pair 4choosr2 ways to pick suits of 1 pair 4choose2 ways to pick suit of the second rank pair and 11choosr1 ways to pick rank of the single card from the remainjng ranks and then 4choose1 to pick the suit of the single card
So I don’t feel like counting
@indigo hedge Has your question been resolved?
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"Linearity of Expectation" I asked this question before few minutes and someone answered me with this phrase, but I searched in youtube and could not understand the relationship, maybe he did not understand the question correctly, so I will ask again, sorry
the answer is 100 because the mean of the sampling distribution is the same as the mean of the population.
100 is the right answer
but my answer is SE = (std / sqrt(n)) >> 20 / 2 = 10, but 10 is wrong answer
even if I would say zscore = (meanOfTheSample - meanOfThePopulation) / SE >> zscore = (meanOfTheSample / 100) / 10, this is wrong as well because I do not know the meanOfTheSample
You don't know the mean of any sample, but you know what the mean of the mean will be
You expect means to gravitate around 100
because its the Central limit theorem
right ?, when we increases the sample its will get closer to the population means ?
so how should I know its 100 ? is their a formula or something I should use ?
should I always assume its the same as the population mean ?
"Linearity of Expectation" is this related to my question ? someone told me but I could not understand, so I want to ask if its related or not
descriptive statistics should be easy, but I found it very difficult, so I guess when I start Statistical inference I will probably stuck for months to understand it
linearity of expectation is the same as saying the sum of expectations is equal to the expectation of the sum
you already know it from calculus
$\int (f(x)+g(x)) dx = \int f(x) dx + \int g(x) dx$
riemann
may I forget this, because I feel like I never study this before, what grade is this ?
12 ?
I could not understand but I will close this, so others can use it, Thanks Riemann and Kaynex
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Order the following numbers from least to greatest:
Without a calculator btw
4 to the power of 300
7 to the power of 200
3 to the power of 400
9 to the power of 100
Thats hard without a calculator dang
surprise surprise this question came up in the maths challenge that i did this year
Oh wow
its this wierd way i forgot
do you know your exponent laws?
probably but i dont know them off the top of my head
are you familiar with the power law?
maybe
if you don't know or not sure if you know which imo is just a no
somebody already did an identical problem
then look it up
oh it was you
#help-5 message
the answer was laid out there. read and ask a more specific question
oh ill read it thanks
@tardy epoch i did what was said and got
3 to the power of 400
$a^{b \cdot c} = (a^b)^c$
Olly
start here
#help-5 message
$\frac{a^c}{b^c} = (\frac{a}{b})^c$
teach me maths :>
Olly
rieman i got everything to that form
this is wrong then
what's that supposed to be?
that's just one of the expressions
you were being asked to order them
oh i forgot the question
first was 3 to 400 then 4 to 300 then 7 to 200 then 9 to 100
oh no
least to greatest so oppisite
That's correct
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I've been trying to solve this equation for a few hours, changing variables, using logarithms. I tried calculating it in Wolfram Alpha but for some reason it doesn't show the exact value and only shows a decimal approximation. How can I find the exact value of x?
NeoManu
Wolfram alpha might have used a method like newton-rhapson method, it's possible you cannot find the answer analytically
,w solve x^(x+1) -250 = 0
Wolfram Alpha doesn't understand your query!
Perhaps try rephrasing your question?
Click here to refine your query online
,w solve x^(x+1) = 250 for x
Yeah I assume it is using some iterative method
Such as newton-rhapson or possibly something more sophisticated
,w ProductLog(250/e)
,calc 3.3211498^(4.3211498)
Result:
178.88154843048
oh nvm i had algebra mistakes
And how could you find the exact value of x?
the problem of this equation is in x+1, since it makes the calculation difficult
@midnight zephyr Has your question been resolved?
I don't think that you can
The best you can hope for is to find an approximate value
@midnight zephyr Has your question been resolved?
when I have a more advanced level, I will try to solve this equation again, I think that it is possible to calculate the exact value only that for now I do not have the knowledge to do it. I'll see my face with the equation in a few years
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Idk how to do this
Can someone guide me through the problem?
This is geometry hw I gotta do
And i don’t remember how to solve it
<@&286206848099549185>
what have u tried
Guessing.
Oof about that.
alright so you have to apply it to this specific triangle
yes, pythagorean theorem talks about right triangles
that's bc you forgot about the squares
alright. and what is this 7?
hmmm how to explain this to you
well. you have to write the pyth. theorem equation again
you're so close 😄
no guessing
🤔
write the equation with symbols
a + 3 = 4
but you told me: "squared"
good gif but it's too fast
no. the perimeter is very easy
but to get to the perimeter you have to understand the pythagorean theorem
alright. so since they are squared why not write them as squares?
you know what a square is right
yep 💯
Wait a minute
so: a^2 + 3^2 = 4^2
Yeah
you forgot that you were talking about a^2, and thought you were talking about a
so.... now you have the equation written correctly
what next
Find what a is
well. you have some information about a^2. so you have to find a^2 first
wdym the bottom triangle
ok
yea. we are talking about the side triangle
you see that the large triangle is cut into two equal triangles
and those triangles are right triangles
Yes
so we can apply pythagorean theorem to one of them. to find the bottom side
But since it’s cut in half
3^2 + a^2 = 4^2. this may help
probably a 5/10
alright.
if i tell you to take the equation None wrote and solve for a^2 do you know what to do?
3^2 + (missing value)^2 = 4^2
ok but you know that a is the bottom length of the side triangle
Yeah
ok so. when we say "solve for a^2" we mean: make the equation say " a^2 = something"
you know that we can add or subtract numbers from both sides of the equation right?
correct
ok so write None's equation. but after you have substracted 9 from both sides
6^2 + 8^2 = 10^2
36 + 64 = 100
My teacher hasn’t taught me this wtf
you're so frigging close
haha don't worry about it
Ok so a^2 = 7
so. congrats you solved for a^2
🗿
you know what a^2 is. now you have to find out what a is
yea. it's not a pretty decimal
It ain’t
so. don't write it as a decimal
the exercise mentions a radical form
2.645 something is correct
hahaha yes
Bro 🗿
$\sqrt{7}$
elyaguaro
I’m gonna need to learn my stuff
✅7 = 2.645
Now that I found that
What now
Oh crap this is special right triangles isnt it.
well. you found the side of the side triangle
correct
Wait
My assignment never had a name cause I had to redo a problem from it
Ok this is good cause I need to learn about this lesson
by the way. the large triangle is made of two side triangles as you said
are those two side triangles equal?
Yes?
haha duh, ofc they are
but! you have to know why! it's important
yes. why are they equal? how do you know?
🧐
ok. the exercise doesn't ask that.
so let's pretend that we just know they're equal. look at those 2 triangles bro. they're friggin equal
Frfr
yea. you walk around the triangle, how much distance did you walk
so. add it all up
hmmm. but. that's the perimeter of the small triangle
we want the perimeter of the large one
12.29
no decimals!
you know it's the outside
no because 2*sqrt(7) does not equal 7
It’s decimals
sqrt(7) * sqrt(7) equals 7
._ .
i think you'll find it helpful if you try to write down your thoughts more clearly
you are about to find the perimeter of the large triangle. that means add the lengths of the three sides
so... write it down. what are you adding?
4 + ✅7 + ✅7 + 4 =
13.29
also correct. but the exercise asks for 'simplest radical form'
haha nope 😄
what's that _ mean 🤔
no
It already is 😢
yes
so. you add the 4's together. so far so good
Only thing I can think of is 8+2 ✅7
So that’s the perimeter…
sqrt(7) + sqrt(7) = 2* sqrt(7)
Ok I’ll need to remember that
yes. that's the perimeter
It makes no sense
you know the formula for the area of a triangle?
yes
what's the final answer?
ok. but that is the area for the side triangle
correct. how did you find out
so you added the areas of the side triangles together
not sure what you mean but you got it right so congratulations 😄
yep. that's fundamental stuff, it will be very helpful if you understand it
what grade is this hw?
I’m a sophomore
I got a 90 on it
The teacher doesn’t give out sheets often, she just assigns us on it online
I find it stupid cause there’s problems that she hasn’t even taught in class
I’m already on trigonometry and I get the stuff thanks to this server
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I can change the bottom to vertex form which gives me the following
wait i might've accidentally used a brain cell and figured out my problem
I feel that bro
hahaha
I would have never guessed that - my first guess would have been:
- Factoring out a 3 in the denominator
- Factor the denominator to set up for PFD
I think what you've done is probably the most optimal
I was about to ask how I'd trig sub with the 3 in the bottom, then realized I could just factor it out
after looking at it for like 15 minutes but thats besides the point
Shen
I have to do 3 methods, I've already done normal substitution
I can do a double sub but I don't think that counts. And I'm assuming the last method is going to be partial fractions
What if you started with PFD?
I'd just experiment at this point
Having to use 3 integration techniques is strange
partial fractions
because I didnt have enough room on my page to start with partial fractions
@dense loom Has your question been resolved?
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so for question A would i set F(x) and g(x) = x = -2 for both functions and sub them in the Quadratic? my awnser came out to be f(x) = 20 and g(x) to be 5, so for b i would just sub these 2 and make d(x) = 15?
Yeah you just plug in the number for every x in the equation
f(-2) just means replace every x with -2 and so on
So you find what g(-2) is and f(-2) is and then subtract from eahc other
for b thoguh you have to like subtract them without puting numbers in (so they will be in terms of x)
then c just plug in -2 instead of x
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Post in a new channel - someone else is using it now
he closed it?
I'm blind - forgive me
all good, I was too fast for it to update
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i need help
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Mhm
using pythagoras
okay i need to find out this
do you know a way to findy any of the 2 sides
i have a easier way
remeber that pytha only works on right triangles
you have to make a right triangle
Ye
you can make a square on the bottom
and a triangle on top
do you see that bit?
do you see a square on the bottom and a triange on top?
yes
now do you know a way we can find the length of the triangle
since the square is 12
17 -12 = 5
Ye
ye
U got it 👏
Just first make in square will be side =12 and then 5 and 13 will be the traingle.
(17-12 =5)
And solve it
Is answer 12
M=12
@drowsy agate Has your question been resolved?
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Simple and Familiar
The medians of a triangle are the line segments that connect each vertex to the midpoint of the opposite sides.
In the given triangle ABC, the point D is the midpoint of line AB and therefore, the line CD is a median of the triangle. Find the Coordinates of point D and hence find the length of the line CD.
<@&286206848099549185>
pls help I dont understand cordinate geometry
<@&286206848099549185>
Please read this. It's not that hard.
Read this, show what you've tried.
I dont know how to do it
Im tryna learn
I have 13 questions that I got for homework i read them and tried
I still dont know
yoo man this is easy for u it isnt for me so please
Given that D is the midpoint of AB, what can you determine about AD and BD?
It's also the same problem that @deft hornet posted
so how do I determine it
yes he's my friend
That doesn't answer the question
Given that D is the midpoint of AB, what can you determine about AD and BD?
They are the same. (This can be Googled as well)
What's the relationship between AD, BD, and AB?
What can we say about their lengths
A and D are points . . . .
C and D are points, they don't have lengths . . . . . . .
You may need to review a bunch
Length CD?
yea
i do but as u know I get numbers mixed up
You should find the coordinates of point D and then the length of CD afterward
How tho
You can find the coordinates of point D by using the midpoint formula
whats the midpoint formula
Once you've found the coordinates of D, then you can use Pythag with C and D
I'm telling you how to do it - you want me to not respond?
no like
What abt working? He sent you formula too, you can atleast do efforts to plug in values
what are the valuesssss
idk
Im learnig fr
idk
how to do it my lifes frustrsting af
i can't read or write stuff
so I get bullied its hard I just wanna look smart for once
Okay we are here to learn something ( looking smart doesn't help)
r u ready to help me learn then??
Okay here it says point D is the mid point of line AB
itll take super long
And you are given coordinates of AB
Here is your formula to find mid point
where do I plug it in
Thank you.
Thank you.
Let coordinates of A be (x1, y1) and coordinates of B be (X2,y2)

Now we have to find length of CD
Do you know distance formula?
2d
If you are given two points, how will be determine distance between them using their Cartesian coordinates(
Nope that formula won't work here
oh so we just go d value throught he midpoint
and we have c
so its easy now
right?
Here you can take any one end of line as x1,Y1 and other one as X2,y2
is it like that
Yeah
No problem
Tho you need to work on your basics, so start with Khan academy, just a suggestion, would help
,w calc √(5.5^2+1)
les go
Yeah you are
^
It's fine to ask doubts, but you gotta learn first then ask.
ok
Yup
Point E is a median that bisects line AC, find the value of m and n if E is expressed a (3m,n/2)
so what does this mean
What is a median
the line segment from a vertex to the midpoint of the opposite side
so what formula do i use here
That's y I said first look it up in your textbook or google
Wait
so if n is even or odd
point E is a median
It can be both
Nope
oh then how
I don’t understand, it says point E is a median
Isn’t a median a line segment, not a point
Do you have the coordinates for A and C
yea
What about their midpoint
-0.5 and 3
Do you have those coordinates
Awesome
So they tell you (3m, n/2) = (-0.5, 3)
Does that make sense
oh
Similarly n = 6
ooh
Right?
Do you get it or nah
Well m is -0.5/3 which equals -1/6
Cool
so thats it
damn so easy
Haha yup
so now
centroid
he three medians of a triangle intersect in a single point called the centroid. Find the Centroid of this triangle.
so how is this done we have all the values
abcd
Hm
so what do we consider the first point
That’s an interesting question
ik the formula
Ok what are the coordinates of the points
(These are the vertices of the triangle, correct?)
Sure
Wait why do you have a formula
Throw out the formula that’s lame
Let’s figure this out for real, it sounds fun
Ok
Let’s do this
So if we can find the equation of two medians
Then we can find where those intersect
And that will be our centroid
umm
What
Maybe
or scalene
That’s like way off scale lmao
Yeah probably
less go
Lol
I knew it
Ok so
Do you get this reasoning here
Ok
thank u0 ur so smart
like damn
An altitude is a perpendicular line dropped from one of the vertices to the opposite side. Here, AM is an altitude of ∆ABC. Find the Equation of AM.
Ok
I have 8 more to go
So let’s find the median for B first. Point B is at (-2,1) and intersects the midpoint of A(1,5) and C(5,2).
Jeez
Ok so we need to find the midpoint of A and C, which is easy
It’s just (3, 3.5)
fr
Lit