#help-33
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How do I go about solving this and finding the domain
I would assume just plugging in the x and adding but how would the y^2 come into place
@rugged moat Has your question been resolved?
<@&286206848099549185>
Is this where the graph would be curved and infinite
Or am I thinking of a different one
you only need to plot a few points to show that it's not a function
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When we say $x \in \mathbb{R}$, does it only mean $x$ is a real number (i.e. that statement only tells us what type of number we're dealing with)?
Shen
yup
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Hello, im wondering how to find angles A, B, C and D. Heres a screenshot
Thatβs an inscribed quadrilateral
So the opposite angles are supplementary (180)
@gritty vortex
For angle c, you would do 180-91
For angle d do 180-105
Now for angle a
You would have to do
Since angle c is 89 the arc it opens up to is 178 because you have to multiply by 2 because itβs inscribed, same with angle d, angle d is 75 so the arc it opens up to 150
To find angle a you would need to add 150 and 95
got it tysm
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Hi
You have to wait at least 15 minutes before pinging helpers
@bright jay bro i did
No you didn't
So? Doesn't matter, you opened a new channel, you still wait
You're trying to get your question attention
Nah, don't feel like it
give me a sec @slim cloud ill try it out
@split drum appreciate it
can you resend the problem
ok are you confused about all parts or just part e
good job!
mhm
and the ferris wheel needs to rotate pi/3 radians to reach the bottom right?
yea
For a, you want to see how much time it takes to reach the bottom of the wheel if itβs rotating clockwise or moving to the left. In this case, we know that a full circle is 2pi and takes 6 mins to cover. The distance it covers is pi/3 of that 2pi. We can use that proportion to see how much of 6 minutes would be covered equivalently. Does that make sense?
yep, so a full circle is 2pi
you only need to go pi/3
if the full circle takes 6 minutes
how many minutes does pi/3 radians take?
yeah!
okay
what about b)
For b) we can actually split up the circle into two triangles and trigonometric ratios, then consider the height of the ground.
ye
you want to find the length from B to the ground
this what my teacher wrote
uh lets do part B first
wouldnt it be 10m
not quite, but we can get there
you are looking to find the distnace from D to the ground
so since D and B are the same distance from the ground
we can find B to the ground
yep! so its 8
okay
now we need to subtract AB
how do I find AB
no problem
after this though i recommend looking up khan academy trig videos
basically
we have the angle BAD = pi/3 = 60 degrees
yea
so we can now use the cosine function
o
we have cos(60) = AB/AD = AB/8
i did
hmm hold on
yes!
so 8-4 = 4
add the 2
yes!!!
haha π
yep!
for part e now
imagine you are on this ferris wheel
where would be the first 2 points you are 12 meters above the ground?
yep!
I can show you what my teacher hinted π
e) you want to use two cast triangles and solve for the principle angles. you can set your pi/3(t-1) equal to x and then find the respective angles. sub it back into what you set equal to x.
ye
we aren't gonna get that for part e
ye
e. What are the first two times to the nearest second, when the passenger is 12 metres.
ok cool so we also know the length from the center to the circle is 8 right
then we can use trig to find the angle in the middle
the "wedge"
sorry i haven't heard of that
to be honest you dont need that
let me show you
the wedge between the 8 and the 2 is angle A
the wedge between the 8 and the parallel plane is angle B
by trig
yeah
we know angle A is arccos(2/8)
thus, angle B is pi/2-A = pi/2-arccos(2/8)
can you see this?
ok great!
so let's call the time you get to that first angle time 1
you would need to travel pi/3 + pi/2 + angle B to get there right?
yep
ok so we can use distance (angle in this case) = rate * time
the distance is pi/3 + pi/2 + pi/2 - arccos(2/8)
and the rate is 6pi/min
yeah
so whats the answer?
so pi/3 + pi/2 + pi/2 - 6pi 2/8
wait where is that coming from
we have pi/3 + pi/2 + pi/2 - arccos(2/8) = 6pi * time
does this make sense?
what is arccos?
i sincerely suggest you take a look at the khan academy videos
how about I do it?
ok
oops
i read something wrong!
sorry the rate isnt 6pi
it travels 2pi in 6 minutes
so the rate is pi/3 per minute
do you understand?
im so sorry
yep!
so the answer is 2.7413 minutes
(pi/3 + pi/2 + pi/2 - arccos(2/8)) = x*pi/3
if you solve this
try to understand that
but it says first TWO times?
wouldn't there be 2 values
ok
alright
the next time this ferris wheel hits 12m above the ground
is at the right side of the image
you would have traveled pi/3 + pi + angle A to get there right
yeah
so can you try to find this?
sure
cool!
it would be + arccos(2/8)
o
ah ok
you might need to add the distance from the ground for it! think about why you might need to do that, read the question!!
Yo for b) she said add 2
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@still temple Has your question been resolved?
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how do we assume a | the right hand side? i.e acu + bcv
<@&286206848099549185>
@still temple Has your question been resolved?
<@&286206848099549185> π
where is the acu + bcv part?
Wait sorry I saw it now
I'm a bit confused, please give me time too
since d is the GCD of a and b, d | a
not a | d
alright np lmk if ur looking for more context
actually im on part 2
Yeah I know
wait
I think I get their meaning now
See, the proof says assume gcd(a,b) = 1. Then, gcd(a,b) = au + bv.
1 = au + bv
Therefore, c = acu + bcv
Their conclusion is incorrect, I think. How did they conclude a divides the right hand side, if a and b are coprime, and you know nothing about v and c?
π€
thats waht im thinking π
If a | acu + bcv, a | bcv, since a | acu. But b is coprime to a, so it can't contribute any factors of a. c and v is something we know nothing about
ill just skip that problem ig. thanks for clarification
Their conclusion makes no sense without them telling why their statement is true
No problem
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can someone help explain how to integrate 10/5x^2
Do you know power rule
$\int_{}^{} \frac{10}{5x^2} dx$
Pi Creature
i tried just simplifying it then deriving it so i got something like 2/x^2
$\int_{}^{} \frac{2}{x^2} dx$
now bring the constants outside the integral
And use power rule
$\int_{}^{} x^a dx = \frac{x^{a+1}}{a+1}$
Pi Creature
Where $a \neq -1$ and a is a real number
Pi Creature
@fair pagoda does that make sense?
Pi Creature
kinda so i got 2x^2 once i used the power rule right?
I missed the dx last time while writing
$2 \int_{}^{} \frac{1}{x^2} dx$
Pi Creature
U got till here?
yeah around that
Now convert $\frac{1}{x^2}$ to $x^{-2}$ and try to use power rule
Pi Creature
x^-1/-1?
$-\frac{1}{x}$ yes
Pi Creature
-2/x?
Yes
thank you if you dont mind this could you check this for me cause this was just part of a whole answer
for this it would it be? x^6-10x-2/x+C
Lemme solve it
U messed up one sign
which one?
The -2/x
u are substracting -2/x
Which is same as adding 2/x
So it should be addition
Not substraction
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how do I find the value of k in question 5(b)
use standard normal z-score in reverse
?
does the value 0.2236 is in standard normal distribution table?
like
P(z < something) = 0.2236
yes
O
you need more than that
there are a lot of values for -0.7 row
-0.71? -0.72?....... or something else?
@mystic minnow may I ask if the P(-0.93 < Z < 1003) = 0.7235
what column should I looking for
that's not true
wait
@mystic minnow P(-0.93 < Z < 0.1003) = 0.7235
this one
sorry another mistake ;-;
my understanding for the column still weak
also not true
ohh
because the question should be P(-0.93 < Z < K) = 0.7235
but I look for my friend answer says that the value of K is 0.1003
nope, not true.
rip ;- ;
my guess is your friend is confusing probability and z-score
I have the same fate with my friend T-T
what question are you trying to answer?
this is different than the one you posted.
I think I want to find the new answer of this P(-0.93 < Z < K) = 0.7235
after finding the K
I want to know which column is it to get the 0.7235
you know P(-0.93 < Z < K) = P(Z<K) - P(Z<-0.93)
You can find P(Z<-0.93) on the table I posted above.
yep
So, P(Z<K) - 0.1762 = 0.7235
so to find K I need to subtract 0.7235 with 0.1762?
how would you solve x - 0.1762 = 0.7235
,w 0.7235+0.1762
wait I mean 0.8997
and yes, you find that on the z-table
my brain is f__ with me rn
π€· it happens. Yesterday I was certain 1 - .8 was negative.
that's the k-value yes. (also called a z-score)
ah I see
but just to be clear. If we were working on your original question P(X<k) then there'd be an extra step
we'd have to convert the z-score back to the x-values
since z is a 'standard normal variable' and x is just a 'normal variable'
ah yes
I did that on 5(a)
anyways thank you @mystic minnow for helping me ^^
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How do I find g
the radius always make 90 degrees wiith a tangent
So I do 90 - 57 to find the angle of the triangle next to 57?
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last question about probability standard normal distribution ;-;
how can I interpret age of 18 and 24 is randomly selected
p(18*24 > 120)
is it like that?
or
something else
no, the numbers 18 and 24 actually have nothing to do with the calculations in this problem.
yes
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im confused abou this problem so far i think i understand that i have to do something along the lines of xy then plug the equation of y into the area idk if im headed into the correct direction or not.
@fair pagoda Has your question been resolved?
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I'm quite stuck on this so can anyone help?
Think about if the pencil can fit diagonally
no it cannot
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$\frac{dy}{dx}=\frac{dy/dt}{dx/dt}$
Trystnest
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The Volume of a sphere is 60ft^3
Find the surface area
My answer always comes out to 159, it should be 74.12 not sure what I am doing wrong
60Ο = 4/3Οr^3
V
45=r^3
V
3.56
V
4Ο 3.56^2
V
but volume is cubed already right?
Well you can either solve for r
Or
You can solve for a formula of surface area in relation to volume
I would just solve for the surface area with respect to volume and then just plug in volume
I am undoing the Volume equation to get "r" so I can put it into SF right?
π
Let $V$ be volume and $S$ be surface area. We know that:
$$V = \frac{4Ο}{3}r^3$$
$$S = 4Οr^2$$
I am going to rearrange the volume formula:
$$r = \sqrt[3]{\frac{3V}{4Ο}}$$
And then I am going to replace that in the surface area formula:
$$S = 4Ο\left(\sqrt[3]{\frac{3V}{4Ο}}\right)^2$$
Bruh
Umbraleviathan
oh wow
Saves a lotta space
no for this I just need the answer....
This equation is pretty complex for me π I am not sure what order I need to do things in.... Like how do I get the cubed root of a fraction?
Thank you for the help though @nova totem I appreciate it
@slim pine Has your question been resolved?
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conditional probability that East has 3 spades given that
North and South have a combined total of 8 spades.```
what do they mean by hand of bridge?
well no. again, I have no clue how bridge works
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is anyone able to offer some guidance for this question? I am really not that confident in this level of maths and am getting really confused
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$$a^y+^z+a^x+^z+a^x+^y$$
Nayan RBLX
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can someone help with part c
@wicked matrix Has your question been resolved?
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can i rearrange so it works when a = 1?
How can you rearrange brother?
what do you mean?
@winged idol Has your question been resolved?
@winged idol Has your question been resolved?
not in a continuous way
oh but wait, it's a function depending on 'a' or 'x'?
or both?
@winged idol Has your question been resolved?
Your question is too vague. Do you have the original problem
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question is 4cm the height?
No
o how do i solve this?
Start with area = 1/2 bc sinA
wait wot
Thatβs a formula
FYI, easily searchable if you didn't know that existed
area = 1/2b(c)(sin(a))?
isnt c the opposite length
idk if this dumb quesiton
Man donβt add random brackets
The angle A is opposite the line a
The lines b and c are the 2 around angle A
im sorry which line is a π
Use your trigonometric area of a triangle
,w 6.75/12
Google is an actual calculator, you don't have to use the bot
ye im just showing work
to se if im on track
Then write it out and post it
,w solve for x, 6.75 = 0.546*sin(x)
,w solve for x, 6.75 = 0.546*sin(x), 0< x < pi
The bot defaults to radians making it harder so using an actual calculator is much easier
But you do you, I guess. I gave you the necessary information to solve it
uh
is it 34.2289 degrees
@bright jay
π
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where is my math off?
What even am I looking at
MINDNIGHT is a online multiplayer game of social deduction for 5 to 8 players, a fresh take on the classic party games such as Werewolf and The Resistance. It is a game of deceit, accusations and unpredictability. It challenges the player's ability to lie and detect other players that are lying.
Steam Page - http://t.redshell.io/aff_c?offer_id=...
sorry that was the trailor
In this video we learn how to play MINDNIGHT, the social deduction game available now for FREE on STEAM.
MINDNIGHT is a free to play online multiplayer game of social deduction for 5 to 8 players, a fresh take on the classic party games such as Werewolf and The Resistance. It is a game of deceit, accusations and unpredictability. It challenges ...
here we go
anyway
I did a 6 player match version of this question
the probablities of a hacker being in a node under the conditions I listed are...
<@&286206848099549185>
Hereβs my recent rework can you check it?
@dense verge Has your question been resolved?
This is impossible to follow. Where's your premise and question for what you're trying to calculate
The primise is in the image
actually
But here i'll tell you
In this video game mindnight
I'm calulating the odds that in a 6players game with a outsider looking in who knows nothing about anyone's roles
and people who are voting randomly what are the odds of a hacker being chosen
using a probablity tree
What do you mean precisely by "a hacker being chosen"?
1 person picking the hacker? A majority? Etc
In this video we learn how to play MINDNIGHT, the social deduction game available now for FREE on STEAM.
MINDNIGHT is a free to play online multiplayer game of social deduction for 5 to 8 players, a fresh take on the classic party games such as Werewolf and The Resistance. It is a game of deceit, accusations and unpredictability. It challenges ...
if the propotion by a player is accepted what are the odds that prop
will contain a hacker
no hackers 2 hackers
Sorry my guy but no one is going to watch a video to understand your maths problem
does that make sense?
I think @main idol should take this one, said he was interested
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@dense verge Has your question been resolved?
@dense verge Has your question been resolved?
Well I watched it, lol. Seems fun, I'll check it out
Basically, let's say there's 6 cards, h of them are red, the rest are black. We draw n cards. What's the probability that any of them are red?
Does that sound about right? @dense verge
Instead, we find the probability that there's no reds in the draw. That is, (6-h)/6 Γ (5-h)/5 Γ ... for n products
Then take 1 - that
Fake news
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sure
yea
really where is that taught statictics?
or is it....fundamental conuting principal
as i've never seen that before
Common trick for "at least one" problems
weird my
Find the probability of none, and realize you've found the complement
that's what the finds?
Hmm?
likw that formula finds the complement of a probablity?
Let's say there's 6 players, 2 hackers. You want to pick 3 players to form a group.
The probability of getting no hackers in the group is (probability of first draw being good) Γ (probability of second draw being good) Γ (probability of third draw being good)
That is 4/6 Γ 3/5 Γ 2/4
,calc (4/6)( 3/5)(2/4)
oh
Result:
0.2
yep i got 20 percent as well
So an 80% chance a hacker is included
Others?
like i am to do every other...
player set
as the limit to players in mindnight is 8
so I gonna do all the combintions for each type of node
on each of the things in mindnight
then post it on the discord
for people to see
and also be goo dpractice for statictics
Well, there is a "common form" for the above formula. See the hypergeometric distribution. We're calculating that, but for 0 hackers
hypergeometric distrubution?
So we can make a common formula. Let's say there's N players and n being chosen for a group. There's h hackers and we want the probability of choosing none
where is this taught?
Probability/statistics
I found it in my textbook but they don't seen to give a formula
We can compress our formula into:
1 - ((N-h)Ch / NCn)
oh they do give it
Which is easier to do on calculator
but they didn't explain it in the part of the book
they gave the formula in a appendix
OKay that's bad on their part
relally bad
my textbook is open stax statictics
so that's what I'm using
it's online for free
i'm looking at the formula now
oh they just said use a calulator
or computer
but then said ti-83+ adn ti-84 doesn't havea hypergeometric probablity functions
and gave the formula somewhere else
what si this
I forgot my statictics class
what is a distrbution again?
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yes or no
yes, (-2)^2-4*3*1<0
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is this a trick question or is it just 3/4
how did you get that
erm
it'll be 3/4, when I was in grade 11, it was taught to us like to remember example, I guess this is taught in ratio and proportions
uh what
oh
bruh
yeah
haha
i misread the question
ok i was really worried that id embarassed myself for a sec
tyy
dwdw i embarassed myself
Time to revise those stuff , if a question comes in the test which uses that property I will be dead π
yes you can close I guess, or wait to reverify because I don't remember it very well π
then you can wait for results π€£
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ive completed the first part, unsure of the second
i equated the equation in question to the integral of tan^2 theta as shown in the top right but usually how ive done these is once ive integrated, i sub x = sectheta back into the question
so for this question
tan^2theta = sec^2theta - 1
then do i let sec^2theta = x^2? or do i integrate first
[ tan (theta) - theta ] limits pi/3 and 0
but its the first time im seeing 'theta' by its self after having integrated, the tan (theta) i understand, but is it valid for me to integrate -1 .dtheta to - theta?
... should this be in pre calculus channel? im in y13 (uk) revising for alvls rn not uni stuff so im unsure
back to the question, the part that I'm unsure of is whether i can integrate sec^2theta - 1 .dtheta
to tan(theta) - theta... because then there is no sec(theta) available for me to sub x back into... or do i not need to do that subbing in part at all?
i found that the exact value is sqrt(3) - pi/3
and that matches with when i input the original integral with limits 2 and 1 in calculator
<@&286206848099549185>
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how do i go about solving this
like what function is it
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@sour relic
Hunterr
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Pls help with this question
@tranquil needle Has your question been resolved?
@tranquil needle are you here
Yes
so had you solved a bit..or don't know how to start??
Nvm I got it thanks anyways
π okey...
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Can someone tell me where i went wrong ?
Last step
I mean
$\lim_{x\rightarrow -\infty}\frac{-7x-16}{\sqrt{x^2+x}-x-4}=\lim_{x\rightarrow \infty}\frac{7x-16}{\sqrt{x^2-x}+x-4}=\lim_{x\rightarrow \infty}\frac{7x}{\sqrt{x^2}+x}=\lim_{x\rightarrow \infty}\frac{7x}{2x}=\frac{7}{2}$
Because it is β/β
Same degree
jnkena
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Is it legal to change -inf to inf :/
he just made the substitution u = -x but renamed u to x, making it harder to notice
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β
Wait why is it necessary to do a sub here?
it isn't, it's just the method they chose to use
Why canβt i just bring out the x^2 from the square root from the beginning and x-x ?
:/
because the x in the square root matters. It's specifically this x that makes the result 7/2 instead of 4
Could you elaborate further?
if there was no x, then you would have sqrt(xΒ²), which is just |x|, and so the original expression directly simplifies to 4 (for x <= 0). But there's this x in sqrt(xΒ²+x), and so if you try to take the x out of the square root, you would have a small leftover from that x, and it's that leftover that makes the result 7/2 instead of 4
specifically, sqrt(xΒ²+x) + x goes to -0.5 as x goes to -inf, hence the result is 4 + (-0.5) = 7/2
I thought u can just do sqrt(x^2(1+1/x)) and the root cancels :/
then you have |x|(sqrt(1+1/x) - 1). Do you think you can show that this goes to -0.5 ?
Noβ¦..
so this method, while valid, is not so simple to do properly
Ah so i gotta remember if thereβs multiple xβs in a square root itβs not possible to just factor the highest power out
hence using the conjugate to get rid of the square root on the numerator is a good idea because it gets rid of the complicated stuff
you can, but the rest stays in the sqrt
like sqrt(x^4 + x^3 + xΒ²) = |x| sqrt(xΒ²+x+1)
Ahhh doesnβt really click rn i guess i gotta do more problems
that's just square root: sqrt(ab) = sqrt(a) sqrt(b)
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help
you can use similarity but not sure if there are easier ways
can u tell me how to solve it with similarity
@whole linden ?
<@&286206848099549185>
@still temple help
yea
it should be a ratio
no
idk how to get it
@upper anchor Has your question been resolved?
<@&286206848099549185>
That's def not me
Idk if u was tryna ping me tho
Yeah wait
okok
As i said yesterday
not giv eup
DAC is similar to dcb
Yeah and that too
uh huh so DAC similar to DCB
@upper anchor oh wait no
huh?
Pause
Acb is not a right angle
Wait it is
it says ABC is right triangle
mhm
And you know ac over bc
yea 1/3
With this 2 information you should be able to do this
idk tho
What is the thing about similar triangles?
they are similar?
Lelouch
Sorry i cant type today
And that is cuz dac is similar to DCB
uh huh
In similar triangles the respective sides have the same ratio
And $\frac{AD}{DC}=\frac{CD}{DB}$
Lelouch
You have to find $\frac{AD}{DB}$
Lelouch
Use all the equations above
idk how tho
uh huh im listen
uh huh
Either i tell you how to do it and u basically do nothing and gain no experiance from it
Or maybe u brainstorm a bit more and maybe u solve it
And that will increase ur skill in math
i choose
the 2nd option
but im stuck on how can i find the sides if it dosnt give me any
U don't need any
it gives me a ratio and i dont know what to do with it
I will have you know u have enough resources to solve this question and enough knowledge
Do you have enough skill?
In a Gandalf voice ofc
idk
If you have time , scroll up use the 2 equations i gave you , and think for good 5 to 10 minutes
I'm gonna solve other people's doubts in here meanwhile
Will be back when u ping me , won't be back before 7 minutes
Starts now
ok

