#help-28
1 messages · Page 19 of 1
yeye
alr
so
you know how
the sides
the 2 sides
length were equal
for isosceles
yeah
that
applies to
the angle as well
for the
2 side
so
u can use that
to find
JIH
oh ight
yeye
,w 180-58-58
nope
I think I subtracted wrong
alr
thank you tho
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Did I choose the right sub ?
u=sqrt(x-1) is better
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Help
$\left( \dfrac{u}{v}\right) ^{'}=\dfrac{u'v+v'u}{v^{2}}$ with u=x²-9 & v=x-7
Zamarus
Compile Error! Click the
reaction for more information.
(You may edit your message to recompile.)
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Isn’t it minus
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do we only need to mines the elemnt from the set A when its in {} ?
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just wondering bec it takes a while to compute
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A) The mean of 15,31,47,83,97,119 and p^2 is 63. Find the possible p.
B) The mean of 6,29,3,14,q,(q+8), q^2 and (10-q) is 20. FInd the possible value of q
does this help?
i mean, i know how it works, but do you?
yeah but im not sure how to solve that question
calculate the mean and set it equal to 63
then you get an equation
which you solve for p
oh ok
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Looks good to me 🙂
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The answer I attempted for sin(pi*x/3) was incorrect regarding my earlier question, is the following correct?
$\sum_{n=0}^{\infty }(-1)^{n}\frac{\pi^{2n+1}x^{2n+1}}{3(2n+1)!}$
Yelo
Trying to find the maclaurin series for sin(pi*x/3)
3^ 2n + 1
Ohhh, forgot that part. Ty
I'm likely to ask another question in a few minutes, should I just keep this channel until I'm otherwise timed out?
up to you - if you want, newer channels tend to be taken care of sooner in my experience lol
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$\frac{5}{(4+x)^{3}} = \frac{5}{64+48x+12x^{2}+x^{3}} = \frac{5}{1-(-\frac{3}{4}x-\frac{3}{16}x^{2}-\frac{1}{64}x^{3})} = \sum_{n=0}^{\infty }5(-\frac{3}{4}x-\frac{3}{16}x^{2}-\frac{1}{64}x^{3})^{n}$
Yelo
This is marked as incorrect but I can't figure out why
Finding the power series of the first expression
this is just an example
If im given say x^4-3x^3-3x^2-ax+b and given zeros at -2,1 (order 2) how do i find a and b?
I'm not sure I understand your question
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negation?
return a different number you started with,
This is a good one
reciprocal too
I think this is the best because technically you'll get a different number
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How would I go about solving question 3?
do I just move the 5 to the right side and do the exact same thing?
Since there is a cos(z) do I differentiate with respect to z or do I just do x and y only
Yeah. Just move everything to one side and use the general equation with
F(x,y,z) = xy^5 cos(z) - z - 5
oh I see thank you
Do I not add z_(0) at the beginning anymore?
Naw, that's already taken care of when you move everything to one side. That's what the c is in the photo.
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i was wondering on how to solve this question
i was not in class this day for school and i aws wondering how to go through with it
whats with the 0s n 1s
no aidea i missed the entire day
well just
a(x+2)(x+4)
is dat all?
so a is -1?
So it's asking to white a function ax²+bx+c, such that a(-4)²-4b+c=0, a(-2)²-2b+c=0, and (-8)²-8b+c=-1
go work out f(-8) in terms of a
oh my dont use the sum ver of poly
So yeah, a(x+2)(x-4) gives us the formula
Plug in -8 in place of x and equal the whole thing to -1
a*(normally)
-1/72 is wat ig ot
Yeah
aight thanks man
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Lowest degree polynomial from some of its zeros
zeros given are 2+i and 3. Coefficients must be rational.
I tried (x-(2+i))(x+(2+i))(x-3) but it doesn't foil out to be rational.
What did you get?
x^3-3x^2-3x+9+(-4x+12)i
Ah wait it should be (x-(2+i))(x-(2-i))(x-3)
oh fr? why is it (x-(2-i)) instead of what I had?
If you have a polynomial with real coefficients and you know a+bi is a root then its conjugate (a-bi) must also be a root
Then it’s just $(x-r_1)(x-r_2)(x-r_3)$ where $r_i$ is a root
Pure
ohhhh tyty

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]
ik this question is based in physics but my brain is dead and im confused on the algebra part
how do i go from the part where 240m is isolated to the one where aav is isolated
Can you send the whole question
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@tough bolt Has your question been resolved?
Nope, a surface area of revolution. Instead of integrating something like Pi (f(x))^2 where f(x) is the radius. You integrate a circumference, something like,
2Pi(f(x)) where f(x) is the radius about the x axis.

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Could someone help me with b, say what exactly went wrong?
Well i wrote d=10v+0.5?
the y is d/v and the x is v
I see, i give up
just write it as
y = 1/10x +0.5
since the standard from is y = mx + b
and then substitute the y and x with the d/V and V
y is d/v, x is v
Speed = distance over time
yeah sure, but that won't help
d/V = 1/10 V + 0.5
ok so you have this now
just do some rearrangements
For d in terms of v
multiply both sides by V
Yup
yeah and you'll get it
I see i see
Appreciate it
Also another question
Could you give me a similar problem to this
I couldn't quite get it, i asked for help
I got help but its the only such question
So i need the same question but Like a little different to make sure i got this
Alright i hope someone else could help me here
@twin heron Has your question been resolved?
Hi
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can someone help me with this pls
what does she earn per day?
14.50 multilpied by 24?
398.750
👍
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✅
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what have you tried
I computed the matrix A-(lambda)I
Equated it to zero
Got a quadratic with two unknowns
I know this is kinda related to eigenvalues from 3b1b videos
But, I don't have a formal introduction to the topic
$(a-\lambda)^2=0 \implies (a=\lambda)$
QuantumBee
Is that right?
Nvm. It should be correct.
If I plug in $a=\lambda$, $$\begin{bmatrix} \frac{a}{2}-a & \frac{-a}{2} \ \frac{a}{2} & \frac{a}{2}-a \end{bmatrix}$$
QuantumBee
Determinant of this matrix can be zero iff a=lambda=0.
@fast peak
So, a+lambda=0
Con someone confirm?

@onyx glen
(Sorry for the ping if that disturbs you)
clearly this matrix is invertible for lambda=a, so the determinant is nonzero
So, how do I go about it then?
,w det {{a/2 - λ, -a/2},{a/2, a/2 - λ}}
so this is... $\frac12 (a^2 - 2a\lambda + 2\lambda^2)$, or $\frac12 (a - \lambda)^2 + \frac12 \lambda^2$...
Ann
QuantumBee
@severe basin Has your question been resolved?
you have the sum of two squares of real numbers on the lefthand sidd
side*
they must both be zero
Was my previous method wrong?
@onyx glen
the point of the question was more to determine lambda in terms of a
well denascite it turns out this shit only works if a itself is 0
well I guess if we are assuming lambda has to exist
It would be helpful if anybody of you can tell me if my approach was correct or wrong.
It can help me in doing similar kind of problems in future.
yes it was fine. I overread that lambda had to be real. otherwise there are other solutions
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hii, could anyone help me with this?
-There are 8 red and 2 black balls in an urn. John takes n balls at once. What is the minimal number of balls that he should take so the probability that there is at least one black ball among those that he took, is greater than 2/3?
I'm really confused and idk how I should even start
@jolly tulip Has your question been resolved?
@jolly tulip Has your question been resolved?
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Hey, I've got a problem from the Cambridge 2018 entrance assessment. I've no idea where to start with the question but I know the answer is E
It's volume goes up by 8
hi can someone help
So I'm meant to be cubing the expression for each dimension of the cup rather than just replacing one dimension?
what no
just apply the same concept
the other cup is of equal shape
and is precisely 5/4 times as big
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is this regex the same as 1*
i know anything concatenated with empty set is the empty set
but in 1*, is the set containing 0 1's empty string or empty set, cuz i think empty string has a cardinality of 1, while empty set has cardinality of 0
thats my main confusion
@whole inlet Has your question been resolved?
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A 3 dm long, 2 dm wide and 12 dm high glass vase in the shape of a brick body, open at the top, stands on the table. On the outside of the vase, on one of the 12 dm long edges, Hugo the Ant is standing 1 dm from the table, and on the opposite edge, inside the vase, 1 dm from the top of the vase, stands Margo the Ant. Hugo wants to get to Margo, who is standing still, by the shortest possible route, using only the surface of the vase the surface of the vase. How many decimetres must does Hugo have to go? (The thickness of the vase is negligible.)
somehow i got a smaller number than all of the choice option
which is sqrt125
what did i do wrong?
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what have you tried
To be honest idk how to Solve it 😅 cause in class I would ask for help
consider the trig function that can be used to relate the marked angles and sides
How do we solve it?
did you think about what I said
I would recommend using SOH, CAH, TOA:
$\sin(\theta) = \frac{\text{opp}}{\text{hyp}}\$
$cos(\theta) = \frac{\text{adj}}{\text{hyp}}\$
$tan(\theta) = \frac{\text{opp}}{\text{adj}}\$
MellowDramaLlama
I see one trig value that fits the mould here. Do you see it?
identify the positions of the given sides relative to your angle of interest
i.e. is the side with length n
adjacent, opposite to theta or is it the hypotenuse?
Hypo?
It Is the opposite ?
yes
now, is the side with length 2n
adjacent, opposite to theta or is it the hypotenuse?
Hypo
Uhh idk how
read the soh cah toa summary above
to get a visual representation you could also google soh cah toa
you've identified you have
theta,
the opp
the hyp
which equation above uses those three things
You mean for like 2n?
no
look at the soh cah toa image above
which of the three equations listed has
theta,
opp
hyp
SOH?
soh would be applicable here
can you write the equation using that
$$\sin(\theta) = \frac{\text{opp}}{\text{hyp}}$$
earlier you identified your \verb|opp| as $n$ \and \verb|hyp| as $2n$,
substitute those expressions into the equation.
ℝamonov
theta is the Greek letter $\theta$ commonly used to mark angles
ℝamonov
substitute is a very common term used in math
essentially meaning replace
since your opp is n, replace opp with n
since your hyp is 2n, replace hyp with 2n
@gusty tinsel Has your question been resolved?
Iam kinda lost 🥲
which part of what I said do you still have an issue with
The part with the 2n thing
what specifically about 2n
Like how you replace
do you know what replace means?
I meant to like opp thingy
doesnt answer my question
Oh sorry yes
Like switch ?
yes
what?
just swap out opp for n
you can pretty much just erase/rub out opp and write n in it's place
substitution is a very common mathematical concept
you might be overthinking
e.g.
y = 2x
substituting 2 for x
or x=2 into the equation results in
y = 2 * 2 = 4
starting with
$$\sin(\theta) = \frac{\text{opp}}{\text{hyp}}$$
all that I'm asking you to do is instead of \verb|opp|, write $n$, instead of \verb|hyp| write $2n$ and that's it. NOTHING ELSE.
ℝamonov
And I get nervous answering stuff cause Iam Scared of making the person angry
demonstrate that you're reading, show a genuine attempt and people won't get angry
dodging questions, not listening, going off on your own to do stuff not being asked of you will annoy people
if your doing this on paper, start with that equation
and you can literally cross out opp and write n in it's place
cross out hyp and write 2n in it's place
and you'll have what I want from you
Like this?
yes
that was an overkill instruction btw
normally you'd just write
$$\sin(\theta) = \frac{\text{opp}}{\text{hyp}} = \frac{n}{2n}$$
ℝamonov
can you simplify that fraction?
no
you have too many knowledge gaps for me to fill
at this point I'd recommend that you do a review on algebra
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How do i go about this quesiton
@rancid notch Has your question been resolved?
look at the prime factorizations of the numbers and try to construct increasing sequences of factors, for example
$$144 = 2^4 \cdot 2^3 = 2 \cdot 2 \cdot 2 \cdot 2 \cdot 3 \cdot 3 = (2 \cdot 3 \cdot 4) \cdot (2 \cdot 3) = 4! \cdot 3!$$
nvx
but $4! \cdot 3!$ obviously does not work as $c = 0$ or $c = 1$ in this case. so we can rewrite it to obtain
$$144 = 2 \cdot (2 \cdot 4) \cdot (3 \cdot 3) = 2 \cdot (8 \cdot 9) = \frac{2! \cdot 9!}{7!}$$
nvx
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Would the answers not just be the same
Yeah I think so
Damn I hate combinatorics
1050
One sec
I guess it means you choose one of the vowels
So you times that by 5C1
And last one times it by 21C1 (and 5C1)
For choosing one consonant
Ye
Ok hold on
Yeah so 5C1 would be 5
Then what
Oh
Nah i dont get it
Two identical vowels
That would be 2 5C1’s
You’re choosing which vowel out of the 5
Any right
Ye
Two times
Because they are identical it’s only 5C1
Not 2 times
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Do you remember how to find the derivative of a log?
Then maybe convert the equation to something like ln(x^2)/ln(10)
I belive so
so how do we do this
with this equationm
Yup now it’s just the x^2 you need to worry about
The power rule doesn’t work here
wym
Well not in the way you think
Just remember when doing the power rule you are going to multiply this entire equation by 2 not just x
what?
quotient rule
So now back to the original project
Try to use the quotient rule
Actually idk if quotient rule works here
brugh
But I do know that it’s basically the opposite of the power rule with this one
Kinda
You multiply the whole thing instead of just x then subtract 1 from the exponent
Well you can add this one to your list as well since it also works
Doesn’t hurt in know information outside of what’s taught
Another way to look at it is the 4th on down left side
1/u*u’=u’/u
For this one
Top left however I’d like to make an addition to the top one
Makes things smoother
Now try
Nope
Yes
so its just like this
Derivative of x^2 on the right
Wait nvm
Yeah you got it just make sure to add the ln(a)
That works but can be simplified a bit ^
So to make sure everything is correct show me your final answer
I did this using the rule 1/u * u'
I know you did but you still need to put the ln(10) in there otherwise it’s wrong I have to go to bed now gn
but its nto in the answer
so how do u get rid of it
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do you know how percentages work?
...there is no sorta, you either do or you don't.
well no
the first question is "What is 80% of 20?"
are you able to answer questions like that?
yeah but not with algebra, and my teacher wants me to use algebra for these
...oh, so you have special instructions from your teacher? did they only say "use algebra" and nothing else
or was there more to it
so your teacher told all of you, "Use algebra" and gave no further instructions. do i understand correctly?
has your teacher already rejected a solution of yours because of you not "using algebra"?
yeah
these problems are not the kind that require algebra tbh
like sure you could like
let x be the number of questions answered correctly, then 0.80*20=x
what a deep and insightful equation...
what about the other one
they probably want it like 60x = 24 I cant read smh
60x/60 = 24/60
36%?
60%?
<@&286206848099549185>
im going to be afk so you can just paste how to do this problem #2
still on this?
So we lets figure out how many people didn't choose cycling, 60-24 and we get 36
so we got 36 out of 60
can be written as 36/60
lets solve 36/60 is .6
and .6 is the same thing as 0.60 which is 60%
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i need help solving for P in this
Vector TW is the average of YX and UV (vectors) this is seen from the equal angles leading to funny things
huh
<@&286206848099549185>
man i am desperate
i am running on 2 hours of sleep
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v/
Monkey does not understand how he could plug this into wolfram alpha and still get it wrong
@sterile swift Has your question been resolved?
Um
yeah
that's weird
As far as i can tell that's the right answer
At the top it says you entered the approximation 4.13643
You did use the exact form 79pi/60, right?
yes
Oh
Wait
Your bounds are not correct
You integrated from 0 to 1 but that's not right
@sterile swift
It says the region is bounded by y=x^7, x=1, and y=-1
y=x^7 intersects y=-1 at (-1, -1)
Yes
but the volume function isn't
So you can't just say it'll be 0
if that's where you were going with that lol
I see
But yeah you'll need to integrate from -1 to 1. Not 0 to 1
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The function 𝑔 is given by: (see picture)
What is the definition domain of 𝑔?
Determine the points of intersection between the graph of 𝑔 and the two coordinate axes.
Determine 𝑔′(𝑥) and show that 𝑔 has no extreme point.
I was sick when we went through this and i have to do this task by today. I don't have anyone to ask, nor do i know where to even begin.
Can someone Help me?
Should also note we're not allowed to use programs like geogebra and have to do everything by note
do you know the definition of domain,
and how to apply that here?
Isn't it basically the sum of all values you can put into the function and get a result out. But no, i don't really know how to apply that here.
We only went through this once in my lectures and i wasnt there when we did. I guess i can watch youtube videos etc if this task is a bit long to get help from
I dont want you spend a long time teaching me something i technically already should know 😅 . sorry for asking, i'll open the spot to someone else
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What is the formula of this ?
You're looking for $x \in [0,1]$ such that $9x + 14(1-x) = 11$
black_couscous
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Is the point on the parabola?
f(x)= (x-4)^2 Point P(1/9). Should I put 1 in x or what?
So it looks lile 1= (1-4)^2
= 1 = 1 - 2 * 1 * (-4) + 4^2
point P of coordinate (1,9) you mean ?
1= 9
yea
????
nvm
you found out ?
Is that thought right?
It were 1 = 25
1=1 + 8 + 16
cause 1^2= 1
-2 * 1 * (-4) = 8
4^2= 16
1 + 8 + 16 = 25
how can 1 = 25 ?
yea its wrong
plz write correct mathematical sentences

If P is the graph of f, then it verifies f(1) = 9
now you just need to prove that
How? ://
by calculating f(1) bro
ah
lol ok
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hello can anyone help, where is the length or width here. I am solving for the area of corn and I need to find the length and width
so what is length and width of corn
i just told you
i dont get it 😭
Martin showed told you how to divide the corn into two rectangles
what is your original question?
.
i am asking because there are two different lengths and widths for the irregular shape of the corn field
Wdym original questiob
like the question written on the textbook or wherever you got it from
It's a group proj and I need to get the area of the corn field because that'a the one assifned to me
so why do you need length and width?
6x is the length xy+1 the width of the top area. Similar also for the bottom area if your are looking for that
Thank you
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G
to work out the directional derivative
do i take partial derivatives of the function at everywhere except (0,0)
or do i use the 1
and derive that to get 0
like
like can i sub (0,0) into the partial derivatives if the functions bounds dont include (0,0)
also this is a past exam question from 2018, so i cant check for a worked solution
https://tutorial.math.lamar.edu/classes/calciii/directionalderiv.aspx
There is a standard formula to compute direction derivative at a single point. Hope it can be helpful to you. 🙂
In the section we introduce the concept of directional derivatives. With directional derivatives we can now ask how a function is changing if we allow all the independent variables to change rather than holding all but one constant as we had to do with partial derivatives. In addition, we will define the gradient vector to help with some of th...
oh yea we have that
but
i dont get what i sub into
do i sub a + tu for both x nad y
@humble steppe
ohhh
wait
do i sub in (0 + t1, 0 + t1)
since a is (0, 0)
and u is (1,1)
so i use the x and y components of a and u
ok
I can help but I can only do it by a unusual definition of the directional derivative.
Set alpha = pi/4, then the answer comes quite easily.
Xi I think.
ok well
i think i did it without ur definition hah
ahhha
but thats quite interesting
ill give it a try with urs
wait, this actually is the same as the other definition, but this one has the extra sin and cos
why is that
also, why set alpha to pi/4
ohhh
bcoz thts to -1.-1
if its 1,1 u need to go 180 in other direction
which is 5pi/4 - pi
pi/4
interesting
but this only makes it easy when its going to either 1,1 or -1, -1
well
im guessing 1,-1 or -1, 1 is 3pi/4 or 7pi/4?
For any direction you could calculate the alpha value.
oh right i see
The direction u = <-1, -1> would be pi + pi/4 = 5pi/4.
$\pdv{f}{\xi_{\frac{\pi}{4}}} |{(0,0)} = \lim{\Delta s \to 0} \frac{f(\frac{1}{\sqrt{2}} \Delta s, \frac{1}{\sqrt{2}} \Delta s) - f(0, 0)}{\Delta s}$
stabulo
I don't know about that terminology. I think that's their definition.
am i stupid
or is it not the same with an extra cos and sin value
attached to the direction
WAIT
no
In the definition I provided?
It comes from a line segment of length delta s at a angle of alpha. It's components are Delta s cos(alpha) and Delta s sin(alpha).
does delta s = (a times cos, b * sin)
oh there we go
line segments
interesting
i might ask my lecturer about that
ok thats interesting
i guess the other version incorporates the whole vector
instead of leaving it in its components
I believe this is more intuitive with the way my book presented things since it makes proving the dot product equivalent thing easy for me.
@pallid sorrel Has your question been resolved?
actually yea that makes alot of sense
actually very cool
thank you for sharing
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how am I supposed to do this?
Just assume Cameron is running at average human running speed which is 10km/hr.
Then calculate Alex and Sam's speed with the percentages.
so
using this, Alex is running at 11.2 km/h and Sam is running at 9.8 km/h?
from that find the time that Alex took to cross to the finishing line
What's 12% of 10?
then multiply his time with Sam's speed
subtract from 400?
Figure out how long Alex would take to reach the finish line. Then figure out how much distance Sam would cover during that time.
Yeah
You got this. 👌
You're welcome.
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I'm having a slight issue with notation. I'm writing something where I have subgroups, subspaces and subalgebras, but i'm using the same symbol for all of them, is there a way to avoid this? Do any of these properties have a specific symbol? thanks
oh you mean like relation symbols?
like ≤ or something
i thought you were talking about letters to name those subobjects
i think you should not overload the symbol if the distinction between subgroup, subspace and subalgebra matters for you though
i can suggest $\leq$, $\preceq$ and $\trianglelefteq$ as three diff symbols
Ann
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Is this correct
Another question
Sure
What about this
I Dont think its correct
My answer feels wierd
Because it doesnt increase the time period
If T increases by 1.4 L needs to increase by (1.4)^2
What obviously doesnt make sense
To make the equality hold
Oh i see
Yea i get the 1.4^2 part
Yea, that
,w sqrt(1.4)
So like 18.3%
Correct

Oh you better ask someone else
But like second is that the hologram is wrong anyway?
I hate this topic and still don’t understand it till these days

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