#help-33
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nw
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i wrote the answer of this question as c) 2 as its a quadratic but its b)1 in the answer key. why
one of them might be extranneous
You need to know how is the graph of sqrt
It is not a quadratic
Square root is not equal to squared
Hey, I got the answer
I solved with steps, may I send pic
Cuz its hard to type it out
!nosols
As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.
no, keep it
Lol
Can we perform squaring on both sides?
Depends
In this case?
If you know what are you doing yes
Yeah, squaring on both sides gave me answer
You don’t need to solve the equation to solve the exercise
Now how the heck I gotta type it all out?
Write it down and take a picture
@runic glacier please ping any of us when you’re back
No rush, let’s wait for the OP
@runic glacier Has your question been resolved?
@runic glacier can you send your attempt
I solved again and getting 2 solutions
Can someone check where I am wrong
This is what I did, unable to find any errors in it
The error is that sqrt is positive
And you are giving a negative solution
That is why you can’t square both sides if you don’t know what are you doing
You have to set restrictions when doing it
Oh 13, still wrong but wait
Yeah, please go through my solution again
Both are correct
Cuz there ain't a negative quantity underroot once
This maybe not correct way to think but it's possible that answer key is wrong
I've experienced this thing many times
I found
Hell yeah
kk
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✅
Bro, -1/13 is just value of x
If we put this value,
Then there is never a negative quantity in a root
So Samuel, what's the catch?
Give me a moment i am doing other stuff brb
Ok
Ok im back
Ye
You have there 4x-4 correct?
Ye
That is equal to a square root right?
4x-4 = sqrt(whatever)
Yeah, now that squaroot comes here to complete square
Okay, yeah
Hmm
U get 4(-1/13)-4
It's positive
Which is negative
When u do restrictions you have to do not only inside the root but outside
How is this positive?
I dont care inside
I am talking outside
No worries, just be sure u make ur restrictions correctly and in every place needed
Hell yeah bro you W
Thanks for clarifying
There's this one guy named
peskyperch2.0
Don't help him out bruh
He literally copies your answers
mb, figure it out yourself
He's like "fuck why and how and tell me the answer"
Anyways, thanks once again
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Please don't occupy multiple help channels.
oh that's unfortunate
sad
not anymore

lol
that channel corrupted.

Alr
anyways, what's the answer.
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I would have left it at an hour to read the rules until they admitted it was a quiz
Nah, having them share their idea would definitely take longer than 12min
That’s how I tackle test attendee, ask them to share
Do you check every second the state of channels?
me? no I'm just bored before work
ok
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if you graph ln(y) against ln(-0.0002384x+0.0007494)
and it turns out to be a linear line
can the relationship between y and x be called logrithmic or approximately logarithmic?
As in ln(y) = ln(-0.0002384x + 0.0007494) ?
I believe that would simplify to y = -0.0002384x + 0.0007494, making it a linear relationship
no like if you graphed y and x normally
would it be a logarithmic relationship
given that, ln(y) against ln(-0.0002384x+0.0007494) made a linear line
I'm not 100% sure what you mean
If you just try graphing y against -0.0002384x + 0.0007494 you get the same line right?
So the relationship between x and y is linear
get the same line as what
The relationship between ln(x) and y, or between x and ln(y) may be called logarithmic or exponential
The same line as this relationship
why would that also result in a linear relationship?
Well... the relationship you're starting with is ln(y) = ln(-0.0002384x + 0.0007494) right? From that I can do the following manipulation
ln(y) = ln(-0.0002384x + 0.0007494)
y = e^(ln(-0.0002384x + 0.0007494))
y = -0.0002384x + 0.0007494
Which gives us a linear relationship between x and y
Does that kinda make sense?
im getting confused and i hope you can help me
so I started with this equation
I wanted to linearize it and I got:
so if I graph ln(closs) and ln(-0.0002384x + 0.0007494) it will be a linear line as it is in y=mx+b form
so when I ask what the relationship between V and closs it normally
how can it be linear if the original equation is this?
@faint creek
Ah okay I think I see my misunderstanding now
I was treating ln(y) and ln(-0.0002384x+0.0007494) like equations rather than like variables
yeah that is what I meant, sorry for not making it clearer
so does closs and v have any relationship? and if so what is it?
Well from the original equation I would probably call that relationship polynomial or exponential, but that's just my intuition
Is this for a class with specific terminology?
im just looking for the mathematical relationship term for it
like u said
polynomial, exponential, etc
but which one is it
I graphed it https://www.desmos.com/calculator/xthnxqnlav
and it looks like this
is this any kind of relationship?
Well coming from computer science I would call that relationship polynomial since you have a variable raised to an exponent
polynomials look like this?
but it's also under a square root
so would that still go under polynomial
Yeah that's why I'm taking a bit to respond
In computer science I would, or more specifically in complexity theory
there a variable raised to a constant exponent is called polynomial while a constant raised to a variable exponent is called exponential
x^(1/2) has more in common with x^2 than it does with 2^x
So what would this one be?
In that terminology it would be polynomial, since V is the variable with it being raised to a constant exponent (With some other constant stuff mixed in)
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How to get the result that cos(2x) = cos^2 (x) - sin^2 (x)?
I don't need a direct hint.
cos (x+y)?
If I knew wouldn't that would've been so easy?
Let us encompass a broader perspective.
cos (x+y)
cos(x+y)=cosxcosy-sinxsiny
You aren't incorrect.
Interesting choice of words
there are direct geometric proofs of the sum formulas
i think if you prove one you can kinda derive the rest from that one
i can try to look one up
I like to be unique 🙂
You can also use de moivre to prove the double angle formula
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The only proof I've seen(besides the one you sent) for double angle used a rectangle
neat
oh when I learned it I saw a different diagram
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hello! im working on this inequality question 3x-1/x+6 >= 3x+4/x-12, and I've understood the steps up until making the interval chart. I'm a bit confused as to why -59x-12 has turned to -59x+12 in the interval chart, when the simplified equation is -59x-12/(x+6)(x-12). I know what's in the interval chart is correct as I graphed it in Desmos but I'd like to understand why the sign changes for the constant here 
that's a typo
note that they're considering x = -12/59
that makes -59x - 12 = 0, not -59x + 12
ahh i seee, thanks for getting back to me!

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how do these look?
The formatting has seen better days
yeah you right im lazy
hows the content though? legible even w bad formatting? correct?
I'm checking don't rush me
i don't see what's so bad about the formatting? looks clean to me
oops not trying to rush you, thought i confused you with "how does it look"
for word yeah, but the fractions aren't looking like fractions with one thing on top one on bottom
at least thats what i think she means
so what? i assume you're probably in high school? it's not like you're expected to know how to do mathematical type scripting in high school
true so it won't make or break anything, esp bc this isnt rlly graded, it's just a note ig
yoooo c i was nervous about c
d seems fishy ngl
Yh
oh no
d should have 6 solutions
for some reason
wait
holup
either desmos is drunk
or I am
uh
ok i was gonna say
that i was being stupid
bc it should just be pi/6 +1/3
and not both of those
but 6???
Look at the range
You guys seeing this?
cos(3x - 1) = 0
cos(t) = 0 -1 < t < 6pi - 1
This look sane to yall?
oh
@tall sun yeah so you found the solutions for when the input of the cos = pi/2 or 3pi/2, which are correct, but also check other possible values for the input of the cos since you might still have 0 <= theta <= 2pi because of the transformations inside, so check -pi/2 -3pi/2, 5pi/2 ... etc until theta is no longer in the correct domain
oh so there are 6??
or another way to think about it: plug in the endpoints of your domain, 0 and 2pi into 3x -1 and you get [-1, 6pi-1] now think of all the values in that interval, which is being plugged into cos that give 0
proof by exhaustion, my third favourite
right after proof by hindsight and proof by intimidation
Pol pot ahh proof
lmao what?
Communist dictator proof
Ah yes, a man of culture proof, exactly
Bro didn't even fully understand communism 😭
There are 2 kinds of people on this earth, those who want communism and those who understand it
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hello
hi
No need to ask “Can I ask…?” or “Does anyone know about…?”—it’s faster for everyone if you just ask your question! See https://dontasktoask.com/
@potent burrow Has your question been resolved?
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can someone let me know why my answers are wrong
@spiral plank Has your question been resolved?
Pretty sure you didn't integrate the series back
c1 is the coefficient of x^1, c2 the coefficient of x^2, etc presumably?
She did
Also, I'm not really that familiar with series, but are you sure 1/1-x^2= the series of x^2n?
She multiplied the x there
(or so I think)
Nvm, she did integrate it
Just didn't see it, hm
Nonetheless-
@spiral plank Has your question been resolved?
ohhhh i think youre right chartbit
ill try doing 0 for the terms with no x power
omg you were right chartbit so smart 
tyyyy
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Does this correlate with the negative and positive planes, like uh
This
Would it go off of this, or is it only for reference questions
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can sum1 help me w this question
you know that the sum of angles in a triangle are 180 degrees so you can set up an equation to solve for x, and plug it back in
its almost correct, just remember what isosceles means
isosceles have two equal sides?
yep
yeah
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can anyone explain why the gradient of the product of a matrix(A) and x(a vector I suppose), is equal to the transpose of A, as for the other statement I don't understand anything of it if someone could explain what is the gradient of a matrix referencing, and what does the x^T mean sorry if I'm asking for too much
@whole berry Has your question been resolved?
<@&286206848099549185>
i wish i can help, but im workin in 5mins
the hint will be expand the expressions, also A is matrix with constants only
and x^T is the transpose of column vector x
does the product of a matrix and a vector change depending on the shape of a vector?
just answer that brief question, I'm still trying to figure out everything else
@whole berry Has your question been resolved?
where did he go 😭
Katharine
$\begin{pmatrix} x \ y \ z \end{pmatrix}$
Katharine
$\vec{x}^{T} = \begin{pmatrix} x & y & z \end{pmatrix}$
Katharine
try to think of it as some matrix that you transpose
but instead of being 3x3 or 2x4 or something like that
it's Nx1 and the transpose is a 1xN
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A B, ,C and D are points on a straight line so that AB= BC = CD. Also, BPQC is a parallelogram. If BP BC = 2 , prove that PD is perpendicular to AQ
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Why do we need a homogenous and particular solution for a ODE with forcing?
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first one is incorrect
It's correct, isn't it?
Yeah at first I didn't too 😅
oh phew
5 is ok, how about 4 and 1? im pretty confident tbh but if i mess up at one of these i need to know before my test on friday
others look fine
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for this question if they ask how much interest this persons paid is there a way to figure that out using sequences
Cause I’m using the sequences app on a classpad and I have no idea how to solve for that
@sterile matrix Has your question been resolved?
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any1 help pls, for
for this
derivative hits x axis at 2.31 whatever which is the 1st
like 'maximum'
why isnt anything after it considered
i.e. when blue hits a 2nd maxiumum later on?
answer is
well before that the population turns negative
which is an indicator that the model stops working
and shouldnt be followed anymore
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help how do i solve these
im pretty sure the answer to this is 3/5
substitute x=4
and this one is the last option
and it's 3/5
open the whole square
add it with 8 and tell me the eqn
XER
(x-4)^2 > 0
(x-4)^2 + 8 > 8
= {Y E R, Y>8}
is it 8, infinite
now there are 2 possible methods to solve it
vertex form?
yeah
a range of quadratic reqn
is determined by
(-D/4a, infinity) if
a > 0
D = discriminant
ohhh
mhmm
i see
Okay then
what about this question
so using the vlt
it would be the second graph
yea
thank you:>
np
thats all
you can close it using: .close
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i only get pi/2 but thats not an option is what i have selected right and also why??
because it is not only pi/2
did you cross out the cos?
if you "crossed" out the cos, then you forgot what operation happened when you do that
yes well I am more likely to be wrong than the thing but I do not know what my error was so
did you like
just say sintheta=1
you should have a value for your costheta as well
if you divided them, youve lost an answer
yeah, because sin(x) = 1 will only yield you one solution
you can look at the period of the function to also find that there will be 2 intersections
because cot(x) has period of pi and cos(x) has period of 2pi
ughhh this is weird why do calculators make the same mistake
well before "simplifying" you need to make sure the thing you're simplifying by is not 0
yeah true
well i guess i got halfway there
pi/2 is still one of the correct ones though right
yep
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guys, how to do completing the square for y = -4x^2+16x-7?
for negative equations
Factor out a minus sign
take - common
-(4x^2 - 16x + 7)
or just the entire -4 for that part
-4(x^2 - 4x) - 7
= -4(x^2 - 4x + 4 - 4) - 7
= -4(x^2 - 4x + 4) + 16 - 7
= -4(x-2)^2 + 9
= (3 - 2(x-2))(3 + 2(x-2))
and so on
if youre interested in factoring that is
ooohh
guys i thought a quadratic number should not be pulled out
like we shouldn’t make -4 outside the bracket
where is it mentioned so?
i was told like that 😂
i think it’s for (ax+b)^2 + c
btw guys, if an equation is like this
-(2x-4)^2 + 9
can we not take 4 and 9 as the turning point coordinate?
wdym 4 and 9?
(4, 9)?
yes
yes
nope; turning point coordinate is $(\frac{-b}{2a}, \frac{-D}{4a})$, where D is the discriminant $(b^2 - 4ac)$
thank youu
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could someone help me with this please
the root term in the quadratic formula
what is a root term
like an equation in a square root
okay so whats my first step 💔
do you know the quadratic formula?
how are you doing quadratic equation without that formula...
online grade 11 math
this one
okay
💀💀
not funny
I think they teach that in 9th??
so like the term in the square root is the discriminant!
probably the system is different for them
Maybe
I hate canada
Hmm
you get this?
not really idk what the term in the square root is
guys I got a 51 in math last year
ig, you should revise/learn about quadratic equations a bit, before diving right into questions
well this is the math class im taking so I dont have to do math ever again
ill watch quadratic youtubes vids or smt
💔
Akka ur a real one
and if you need help, feel free to message!
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sqrt2+sqrt6/4
,w cos(-15)
Why sqrt5?
oop
Then it's (sqrt2+sqrt6)/4, yes
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does this contain the zero polynomial?
@hot dock Has your question been resolved?
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is this right? fixed it earlier but i wasnt sure then and im not sure now
@tall sun Has your question been resolved?
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is B correct?
technically both b and c is correct
3 choose 0 = 3 choose 3 and 3 choose 1 = 3 choose 2
r02
i was trying to send this
yeah
why didnt they just say "best option" instead of correct
I think that only one is correct, because when solving with the binomial theorem, one of the terms remains as the first and the other as the second, although the result is the same, the process is different.
oh
they are both right and none is better but id guess whoever was making the wrong answers made a mistake
hhhhhh that's so stupid this is a practice test
they are both right
but since addition is commutative both work just fine.
like its ungraded but it's literally a reused test
go on with c, in text books they generally starts with x³
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if triangle abc sides are b=13.5 and c=8.9 and angle A is 29 deg is side a 7.2?
um no image
i did use law im just trying to check
i was looking for side A and got 7.2
it is ~7.16 so yeah
no
length cannot be negative
~ = approximately
it would be better if i used ≈
if you say 7.2 is close enough, you are good
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A small town holds a raffle once a week in which the winner gets $1000. Every one of the 100 residents have an equal chance of winning the prize each week.
After 12 weeks, what is the probability that a town resident will win the raffle once?
0.11 chance?
Assuming that each week there is always a winner
And it’s exactly once in 12 weeks
It’s 12c1 .99^11*.01
👌
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We want to construct a 95% CI for the length of iron rods produced by a certain factory. We know that these rods range in length from about 0.96m to about 1.04m. If we want the entire width of the confidence interval to be equal to 0.05m, what is the required sample size?
WHat I have done so far:
s.d = range/4 = 1.04-0.96 / 4 = 0.08/4 = 0.02
zstar for 95% = 1.96
0.05 = ( (1.96 * 0.02)/sqrt(n))
n = ( (1.96 * 0.02)/0.05))^2
is this correct?
Ur assuming sizes r uniformly distributed
But it doesn’t say so
At the same time
If u don’t assume it then I don’t see how this q is solvable
alr with assuming uniform how would u
whats wrong with it
thats what it said in the lec slides one sec
I thought I was suppose to use this

this is like 3 slides before the question
so my soln would be considered correct?
Ye
coz I also asked gpt and it gave something similiar but instead it multiplied rhs by 2
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Finn wants to know the length of a large pond on his property. He places a stake 30 m from
one end of the pond at an angle of 15 degrees. The stake is 50 m from the other end of the pond. To
the nearest metre, how long is the pond? Who can solve this pls using the cosine law so I could compare between my answer and his
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angle of 15 degrees measured from what?
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What did u try
yes, but first of all, could it even be calculated by law of cosines. It seems to be incorrect
Yes u can
Ig
if so I calculated it to be 22 cm thoughI had an answer key that got it 77 cm since they used the law of sines, thats y Im asking
so I thought maybe It couldn't even be solved by the cosine law
have any clue?
@polar dragon Has your question been resolved?
Idk man
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$$ \frac{d^{\ell + m}}{dx^{\ell + m}} (\sin^{\ell}(\theta)) $$
rak³en
How would one evaluate this using cauchy;s formula for differentiation?
I think U here is the entire complex plane
because my function sin^l(theta) remains defined for all complex numbers
and iirc z_0 is the singularity
but sin doesnt have a singularity iirc
sooo all thats left is determining r
which is determined by gamma ig?
this seems like a pretty terrible way to compute the derivative
i wouldnt try use that
also your variables don't match
generalised chain rule formula
wdym?
d/dx and then sin(theta)
like evaluating the contour integral is arguably worse
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hmm
well i dont understand the generalised chain rule
typically you actually have access to the derivatives prior to even attempting to compute the contour integrals
i definitely have a better (but still very bad) understand of this
because contour integrals are usually computed using the residue theorem
ah 🤔
ah yes the residue theorem, another thing i have yet to learn
i'm not sure reading this off wikipedia counts as learning but you do you
this is why i dont like the generalized chain rule
well that's just ridiculous
i am watching a course on complex analysis. i just reached countour integration yesterday, so no I am not reading things off of wikipedia
this whole shenanigan is for trying to solve a MSE problem (its alr solved I am looking for aliters)
i shouldnt have xyed 🤦♂️
this is the integral I want to evaluate
I thought IBP, but thats just gonna give me a reduction formula
I dont think I can find a solution for it
a to b?
i was tempted to see if differentiating under the integral sign gives something cool, but my inution says it wont work
real constants in [0, pi]
well, cant really do nothing about it
if a and b were on the end points you could at least IBP for free
but now you get a huge mess
oh and yeah maybe the indef integral is easier to evaluate
well, thats what the problem asks for
Here for help
lol did you lose helpful
hmm weird, did you say something in hlounge
No
I ping people often for their help
Like I help them
And then ping
That's why I feel i got timed out
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pls help i have no idea how to do it
nope
i dont understand tangents and stuff
ok
@remote parcel plsss help
<@&286206848099549185>
Don't ping helpers repeatedly
oop sorry
Np
i don't get tangents
some guy is askin rn
oh
wait
can i dm u the question
and solve it like tmr or smth
cuz its late for me rn
ye
Draw a line through X perpendicular to IX (the radius of K at X). This line is the tangent to K at X.
whats IX
oh
X is pt on L
ye
ye
yeah
now listen
mhm
ye
ok i give up
ohh
oki
i should ask ma fiend
ok
ok
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So a questionare asked for the range of the following domain (-1,0,1,2) and I had to plugin them to y²=x²+1 and got y = ±√2 y = ±1 y = ±√2 and y = ±√5
Is it a function or mere relation?
based on the definition of a function, it is a mere relation
since one input (0 for example) has two outputs (+1 and -1) mapped to it
If I were to draw a box
it would be like this
x -1 0 1 2
y ±√2 ±1 ± √2 ±√5
Or {(-1,±√2),(0,±1),(1, ±√2),(2,±√5)}
Hey
we need to check if each input (x-value) corresponds to exactly one output (y-value).
In this case, the given relation is y² = x² + 1.
By analyzing
- x = -1: y² = (-1)² + 1 = 2 => y = ±√2 (two outputs)
- x = 0: y² = 0² + 1 = 1 => y = ±1 (two outputs)
- x = 1: y² = 1² + 1 = 2 => y = ±√2 (two outputs)
- x = 2: y² = 2² + 1 = 5 => y = ±√5 (two outputs)
Since each input corresponds to two outputs, this relation is not a function. It's a mere relation.
In a function, each input must correspond to exactly one output. Here, each input corresponds to two outputs, so it doesn't meet the criteria for a function.
Ye close
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,w Integrate x/(4+x^2)^1/2
Can I use trig substitution bro
And why am I getting a different answer from this
You probably could but it's kind of an overkill
Just use u=4+x^2
Since you've got that x up there
@vagrant granite Has your question been resolved?
Okas
Gracias
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a coin is tossed 8 times, what is probability that head appears exactly 3 times
what i understand is, 3 heads have 8 places to arrange themselves on
you can use binomial distribution if you know what that is
you know that x = 3 and n = 8
wait
im assuming youre saying that you know the formula below
can it be done with basic probability
I'm getting confused where to apply which method. I was thinking about which method to use and binomial didn't come to mind
because just saying "exactly 3 heads in 8 throws" sounds like a simple question
any formula which involves a number of trials and a definite chance of succeeding/failing is suitable for applying BD
here you toss a coin 8 times and the probability of succeeding is 0.5
and you need only 3 heads
that is exactly 3 success cases
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or you can just reason it out
oh god
i didn't know your were typing and i closed it
its alr
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Can anyone help me with this question please? "The side of a square is x cm long. The length of a rectangle is 5 cm longer than the side of the square and the width is 5 cm shorter. What is the area of the rectangle? Which has the greater area the square or the rectangle?
My teacher gave me this homework but didnt teach me how to solve it so im confused. I tried researching but i still can't get it
Comparing the areas x^2 is greater than x^2 -25
So area of square should be greater than the area of reacangle
,rotate
yea proceed, what you were typing
Okay
So look at it like three different scenarios
Either the rectangle is bigger or smaller or the same
And you already have formulas for both
Let's start with assumptions their the same
So set both equations equal to eachother
And then you can simplify
By comparing the 2 areas we can say that x^1/2 >x^1/2 -25
Also as we are reducing 5 cm from the side we should consider values of x from more than 5


