#help-28
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oh i see
o
im briandead tysm 😭
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Here is the question---
Two hunters A and B set out to hunt ducks. Each of them hits as often as he misses when shooting ducks. Hunter A shoots at 50 ducks and hunter B shoots at 51 ducks. Find the probability that B bags more ducks than A.
How should I proceed with this one.
The chance each hunter hits n ducks is binomial
There are many ways to approach it once you get that
I know that. So I can get expression for both hunters to hit n ducks. Then what?
@shell glen Has your question been resolved?
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can i get help with these questions
i was away during the lesson plan of this worksheet
@flat rose Has your question been resolved?
<@&286206848099549185>
hey
hi
have you been taught quadartic formula yet?
cross method?
think so
alr
i think my teacher might’ve called it something else
do you want me to explain how it works?
usually its visualissed
ok
usually you would visualise it with a cross
but
i cant exactly do that
cuz i suck at drawing digitally
which question is that
its explaining the cross method
uh
u could just like
google it ig
and then
thatll help
i rlly suck at explaining sry
no problem!
$x^2+7xy+6y^2$
i like cheese
this?
yes
okay
i like cheese
do you know how to factorise this?
x (x +7x + 6)?
no
you can't take a factor of x from 6
alr so
we take it as genearl form ok?
$ax^2+bx+c$
okay
i like cheese
whats a, whats b, whats c?
a would be 1?
i like cheese
yes
yes
right
(x + _)(x + _)
yes?
correct
now, what are the factors of c?
ok so
y=1?
why it is the right answer?
kk
wouldn’t 6 and 1 have a y variable?
1 sec
yes
since we substited y = 1
so now we put y back in
so $(x+1)(x+6) = (x+y)(x+6y)$
i like cheese
and if you expand the brakets, you can see it is correct
yeah that’s the way my teacher showed on how to correct it
i like cheese
there
ok
so
the first 1's is the coefficient of the x
the 1 and the 6 is the coefficient of y
okay thank you
so the final answer would be (x+6y) (x+1y?
okay thank you
np
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Can someone tell me if I’m right, how do I verify my answer by using opposite cos I keep getting it wrong in verify
cos(135) should give you -0.7134 back
but you've rounded that angle quite a lot
and also you're working in degrees, but your calculator appears to be in radians
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Please don't occupy multiple help channels.
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Can someone tell me where is my mistake
Isn’t is the double angle identity?
Ohhh m’y bad
And this
Wait top or bottom
Wait bottom does it equal to cos/cos?
Like this
(cos+1)/cos
so the result is sincos+sin/cos+1
=sin
what can i do next 😅
whats the question?
prove that its equal to sin
or find theta?
ill try to expand the 1 in cos+1
ill try this
.yes
dont multiply and divide
u are left with
sincos + sin / 1+cos , right?
u can factor out sin from numerator
sin(cos+1)/(cos+1)
which is equal to sin
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am i tripping or is the red option (the answer in the textbook) wrong?
like if you do matrix multiplication with the rows * columns, shouldn't it be A?
i do agree that it's the first choice
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i think you should reopen it
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i'm also just confused on the wording of this
i know it's not C cuz 1 + 1 isn't contained in the subspace
but like if they're all the same vector, then again, vector addition isn't contained right?
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how do I solve this
have you learnt the formula for Binomial distribution?
I think so
so just use it, should be just substituting the values
$b(x; n, P) = C^n_x \cdot P^x \cdot (1 – P)^{n – x}$
Dee3Cay
Dee3Cay
0 is n and P is 0.695 right?
or do we not put 0 in there yet
my fault n is 8 right?
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@bright jewel Has your question been resolved?
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Could somebody help me understand the difference between adjoining to gain a ring vs adjoining to gain a field
Example:
Z(i) and Z[i]
I get confused due to the notation of the polynomring Z[T].
So Z[i] is the normal ringadjoining.
And Z(i) would be fieldadjoining right?
And Z[i] would be all integers and all integers * i
While Z(i) would be C right?
And another similiar question:
if f,g,h,... are polynoms of K[T1,...,Tn] and none of them are associated and all of them are prime then
K[T1,...,Tn]/ <f,g,h...> does not have any nilpotent elements
@zealous vale Has your question been resolved?
<@&286206848099549185>
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helppp
can someone factorize 4x^3-6x^2y+9xy^2
!status
What step are you on?
1. I don't know where to begin
2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
2
so far i have only taken x common is there anyother steps i could do or is that the final answer?
so you have x(4x^2-6xy+9y^2)?
yes
is there anything you notice about the rest
think about the (a - b)^2 form
oh sorry i saw it wrong
its fine
you could still complete the square ig
yeah there is a trick you could use, but it doesnt make it any prettier
how
well the (a - b)^2 is very close to what you want
have you learnt completing the square?
i never pay attention in class lol
if not i think this the final solution they are looking for
its like 3 marks question the process cant be that short 
well if you copied it correctly
i have copied it correctly
well thats another way to do it
you could somehow transform that into what you want and leave it outside
uhhhhh
i think completing the sqaure is what they are looking for ngl
possibly
how do i do that
how would you get from (4x^2 -6xy + 9y^2) to (4x^2 - 12xy + 9y^2)
by adding -6xy
i guess i add 6xy as well then
oo cool
you see the square now?
yep seems good to me
np 🙂
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Please help me understand what the fuck this means
@royal belfry Has your question been resolved?
<@&286206848099549185>
hi
ratio
do you know how ratios work
it's indices, ain't it?
4:8
= 1:4 or 1/4 but yh
L+Ratio?
both
yeah
Not really i dont think
Dude im in 9th grade i aint smart
fuck this shit is hard
do you know what 2^3 is
Yes
what is it
8
Idk what its called in english
if its negativ power, its the reciprocal of the positive indices
yeah
So 2^-1 is 1/2 yea that i know
what's your nationality?
Italian
evaluate each part of the fraction
aren't indians basically called the gods of math?
Isnt that a stereotype of chinese people
india's math is the most superior when compared to the world
no
1+2^-1 is 3/2
1/3/2 = 2/3
2-2/3 = 4/3
1/2 divided by 4/3 = 3/8
this might be wrong but u get the point
not really- or do you mean the curriculums in school or mathematicians in general
cuz in general you cant attribute a race being superior in math
can you stop interrupting in help channels
um, sorry
theres pizza in india?
i'll say both
thats wild
obvi
alr we fuckin around lemme close the channel
alright @royal belfry your channel got invaded. i suggest closing and opening a new one and don't engage with people who aren't helping you
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neither- non of the top 10 smartest mathematicians are indian. there are extremely smart indian mathematicians tho
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have you heard of shakuntala devi?
Omfg dude
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Hello I just wan to be sure if i did this correctly
youre good
oh okok
Girl
ok
as for b, try to find out how you can factorise v² - 9v + 18
youll see the common denominator
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I tried solving in quadratic equations way but it gave me only one value
That's normal.
If the discriminant is 0, then you will only get one solution with multiplicity 2.
You also have a hidden solution from when you divided everything by 0 at the beginning. Doing this assumes that p is not zero, and zero is clearly a solution of your original problem.
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I wonder if I made some mistake
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how to compare 2^845 and 5^362
prime factorization?
are you talking about the exponent?
@jade bough Has your question been resolved?
<@&286206848099549185>
@jade bough Has your question been resolved?
<@&286206848099549185>
Try dividing one number by the other
ok
keep going
what can i do now though
You have 2 and 5 to the same power
2^483 * (2/5)^362
yeah, now I think the easiest thing to do is set up an inequality
I don't want to give too much away, but I think it's obvious that we want an inequality involving 2/5 and a power of 2
smaller
Now wrestle the lhs to resemble 2^483 * (2/5)^362
You can raise both sides of an inequality to a power, multiple by a positive number without flipping it
etc
Another one you can use: 1/4 < 2/5
But start with the first
oh i think i got it
wait let me confirm
wait
i got
(2 x 2/5)^362 x 2^121 < (1/2 x 2)^362 * 2^121
^
Sorry, I have to go, but I don't think my method puts a tight enough bound
You may have to use their difference
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Need help with (c)
<@&286206848099549185>
@torpid epoch Has your question been resolved?
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@torpid epoch Has your question been resolved?
Hello 👋🏽 . What have you tried? 🤔
Wait I was going to say you know that length, but that's now true
Mmm
The height could be anything I think
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To prove t>0
@torn jolt Has your question been resolved?
From the equality we have $\sqrt{9\sin^2{\theta}-8}<3\sin{\theta}$ so $3\sin{\theta}-\sqrt{9\sin^2{\theta}-8}>0
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@torn jolt Has your question been resolved?
Yeah but WHERE did the 3sintheta come into the inequality?
Why’d they just think to do that?
And how did they do it?
@proper hawk
<@&286206848099549185>
since $9\sin^2{\theta}-8<(3\sin{\theta})^2$ we get this
oops I forgot the square lemme fix it
WhereWolf(ping if needed)
$\sqrt{9\sin^2{\theta}-8}<3\sin{\theta}$ so $3\sin{\theta}-\sqrt{9\sin^2{\theta}-8}>0$
WhereWolf(ping if needed)
and it's pretty obvious if you notice that without the $-8$, $\sqrt{9\sin^2{\theta}-8}$ can be simplified to $3\sin{\theta}}$
@torn jolt
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No idea how to do this
@upper stirrup Has your question been resolved?
mhmm
lemme try
@magic rover it still doesnt work
<@&286206848099549185>
@upper stirrup Has your question been resolved?
<@&286206848099549185>
i solved it i just don't know how to explain it. wanna massage me on my dm?
Sure
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yo, my math midterm is tmrw lol, im fairly confident but i need to be exposed to harder questions, since they barely provide any 7-8 questions (problems in familair and unfamliar situations) and these i always get wrong in the exam, can any1 help me practice more? Maybe u got questions similar to what i took, and your exposed to more problems?
till now i took, factorization (sum and product) (AC method) (diff of 2 squares) (grouping)
expanding and simplifying simple stuff
indices, and exponential equations
arithmetic and geometric sequences not series but sequences
any1 got hard q's for those kinda topics?? Tried to look online, couldnt find much tbh
Thanks
that's an example of what a 7-8 could be like
Hint: Express all the terms in terms of the first term and common ratio
This is a fairly common technique for geometric series questions
Similarly, for arithmetic sequence questions, it's common to express all the terms in terms of the first term and common difference
I think that was just an example, he's just asking for similar questions to test his knowledge.
no i dont mean i want thea nswer of it
yeah
Oh mb
@midnight elm Has your question been resolved?
- For each positive integer $k,$ let $S_k$ denote the increasing arithmetic sequence of integers whose first term is 1 and whose common difference is $k.$ For example, $S_3$ is the sequence $1,4,7,10,\ldots.$ For how many values of $k$ does $S_k$ contain the term 2005? \ \ 2. The terms of an arithmetic sequence add to $715$. The first term of the sequence is increased by $1$, the second term is increased by $3$, the third term is increased by $5$, and in general, the $k$th term is increased by the $k$th odd positive integer. The terms of the new sequence add to $836$. Find the sum of the first, last, and middle term of the original sequence. \ \ 3. Find the smallest prime that is the fifth term of an increasing arithmetic sequence, all four preceding terms also being prime. \ \ 4. A four-term sequence is formed by adding each term of a four-term arithmetic sequence of positive integers to the corresponding term of a four-term geometric sequence of positive integers. The first three terms of the resulting four-term sequence are $57$, $60$, and $91$. What is the fourth term of this sequence? \ \ 5. Five numbers are in arithmetic progression. The sum of these five numbers is $25$ and the product of the five numbers is $2520$. If one of these five numbers is $-1/2$, then what is the greatest number amongst them?
Civil Service Pigeon
yoooo
thank you so so so much
didnt even expect 5 questions
holy
Well you might have slim pickings because the stuff you have is the fundamental stuff so chances are the questions with this material will be mixed with something else
I'll see if I can modify them tho
~ 30 min?
should i keep this channel open then?
yeah thats good its still 5:40pm for me, so i got time
Yeah cause otherwise I'll probably forget lol
alright, thanks :)
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yeah dw
@midnight elm Has your question been resolved?
till now i took, factorization (sum and product) (AC method) (diff of 2 squares) (grouping)
expanding and simplifying simple stuff
indices, and exponential equations
arithmetic and geometric sequences not series but sequences
this might be a stretch but here you go
yeah lmao, but it seems doubale ill see
Find a formula for the product $$\left(1+\frac{1}{2^{2^0}} \right) \left(1+\frac{1}{2^{2^1}} \right) \left(1+\frac{1}{2^{2^2}} \right) \cdots \left(1+\frac{1}{2^{2^n}} \right)$$ in terms of $n$. You may leave your answer in exponential form.
Is the answer to this 2/31
Civil Service Pigeon
does this have to do with series?
no
What grade u in my brotha
10
💀
Not here budy
I have a dead man waiting for u
Yeah, banned. Thanks.
no need
but if u have to know
a little lol
we took 1 unit for it so yea
hey @robust slate what grade are these q's for lol?
eh it's the easier stuff so ig grade 10?
oh yeah I don't have that 😭
oh I was under the impression you wanted the 'harder' stuff 💀
but what ur giving me is still insnaley useful
since i always get the hardder ones wrong
yaya
but i think u gave out enough xD
if it
covers
all possible
yeah I gotta dip 👋
ideas
gl on your exam
👍
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hi i have a small stupid problem with maths, how would be
35 * (sqrt3/2)?
i mean like without making it into one number like 38.9711....
im studying triangles thing and its just made me stop on assigment for a while
do you mean like $35\cdot\f{\sqrt3}2$ or do you mean $35\cdot\sqrt{\f32}$?
hayleyGhost
either way you can't really do much with it
I'd probably write it as $\f{35}2\sqrt3$ but yeah you can't really do anything to make it "better"
hayleyGhost
mhm alr thanks
congrats on being a moderator
ty
what's the comment when someone deletes the message in help channel
do you know
i don't know the exact words... it's something like channel closed because the original message was deleted
!mgdelete or smth
anyway stop talking about me in Olivia's channel 
okay
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Im not sure how i should start/solve question 4, could anyone help?
oh and the answer is : " 11.6 years after 1990 , so halfway through 2001"
how did you get that ans?
its given
weird
solution sheet, but they dont show the way to solve it, im as lost as you are if not more so
no I mean
the answer is literally wrong?
after 11.6 years, the population becomes 3.43 times not 4 times
Suppose,
number of Europeans = x, number of chinese = 3x
let, after t years, number of chinese becomes 4 times number of Europeans
(3x + 0.02xt) = 4(x - 0.005xt)
or, 3x + 0.02xt = 4x - 0.02xt
or, (0.02 +0.02)xt = 4x - 3x
or, 0.04xt = x
or, 0.04t = 1
therefore, t = 25
so, after 25 years.
here's the actual solution
unless Im missing something, 25 years should be the answer
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I have to prove this
First of all I have to prove that 1 is an upper bound right
Supossing n is even, then:
0 ≤ 1/n
1 - 1 ≤ 1/n
(-1)^n - 1 ≤ 1/n
n[(-1)^n - 1] ≤ 1
n(-1)^n - n ≤ 1
n(-1)^n ≤ n + 1
(-1)^n ≤ 1 + 1/n
(-1)^n - 1/n ≤ 1
for n odd the proof is similar
how do I prove that
(-1)^n - 1/n ≥ 1 - e? e > 0
if n is even, the two sides of the inequality look very similar
yup, but that would only prove that 1 is an upper bound of this set
we want to prove 1 is the supremum
for all e, can you always find an N such that 1/n < e for all n>N?
once you can, follow through with the epsilon N proof
Archimedean property?
Oh I see, I'm not into real analysis yet so I'm not sure what the epsilon N proof is
Is there any definition about that?
@silk rock Has your question been resolved?
@silk rock Has your question been resolved?
Heyo @naive hatch are you still around?
@silk rock Has your question been resolved?
it easy follows if we assume n is even
1/n < e
1/n - 1 < e -1
1 - 1/n > 1 - e
(-1)^n - 1/n > 1 - e
that's sufficient here
wait really
how about the case when n is odd? since (-1)^n = -1
oh wait I'm stupid
we are looking for just one element in the set such that:
1- e < (-1)^n - 1/n < 1
lets gooooo
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how do I take the derivative of
Hello I have a question about finding the equation for tangent planes:
I attatched the image of the question above.
I used the equation of a tangent plane to solve this question and got:
6x + 3y - 11.
However, the tangent plane equation only took the partial derivative of x, and the partial derivative of y, so I did not use the z parameter in (3,1,0).
I was wondering, do I just ignore the 0 in (3,1,0) because this is a function of f(x,y) not f(x,y,z)?
Thank you
oops
lol
mbmb
xdd npnp
and btw, you can use the chain rule for that im pretty sure
((y-1)^4)(y^2 + 2y)^(-5)
let u = (y - 1)^4 and v = (y^2 + 2y)^(-5)
and then take u'v + v'u
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hey guys, i have no idea what this question wants me to do
like the first few just give me an equation and stuff and idek what to do w it
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what did i do wrong?
the answer is supposed to be (1/4)( x^3 -2)^4 +c
Whenever you set u = x^3 - 2 and got du = 3x^2 dx, you can directly subtitute that in
You should get
$\int u^3 du$
MellowDramaLlama
not quite
wait i subsituted that wrong
MellowDramaLlama
Sometimes you'll have to try what you tried in your attempt
thanks
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How do u do the problem with the chart
Do you know the formula for average rate of change?
Also if it’s your work then your answer is right
,rccw
hello any1?
So the average rate of change is $\frac{y_2 - y_1}{x_2 - x_1}$. You are given as $[-1, 3]$. So we need to look at the y values for $x = -1$ and $x = 3$
MellowDramaLlama
ye
8
bingo
lol
so $y_2 = y_1 = 8$. And $x_2 = 3$ and $x_1 = -1$. Just use the formula above and you'll get the average rate of change
MellowDramaLlama
2?
mhm
MellowDramaLlama
oh 0
which should make sense, right?
because the y values don't change
here let me see if i can see if I can find an example real quick
give me a moment
mhm
let's look at what the average rate of change for some sample points
let's say from [-2, 1]
mhm
ok
sorry it takes a second lol
so for the average rate of change from (x_1, y_1) and (x_2, y_2) is -1
and as we can see the average rate of change represents the slope between those points
Now let's do it between [-2, 0]
and as we can see, the average rate of change is -2
so the average rate of change represents the slope between two ponits
Now for your problem
let's say if we pick two points that are equal, aka the line between them has a slope of 0 aka the average rate of change of 0
Let me know if that doesn't make sense
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When do prodigies learn calculus
*start learning calculus
If you aint learnin calculus at 3 you arent worthy of the title
Excuse @unborn moth how do i get my own help?
Another help channel
Type in one of the available help channels
Wait fr
No
prodigies dont learn calculus, they invent their own version of it unknowingly
Your question has no definite answer
It depends on how rigorous the calculus they learn is for example
so any help that is inactive?
Yeah under ✅ Math Help (Available)
check this channel out https://discordapp.com/channels/268882317391429632/488120190538743810
thanks
i cant understand im just new here
yeah just click this link. It will bring you to the "How to get help" channel and it explains it there :)
alr thanks
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The following error occured while calculating:
Error: Parenthesis ) expected (char 35)
,calc (1/2)(1.5)(sqrt((2.5)^2 - (1.5)^2))
Result:
1.5
yep!
.close
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Hi
What is the average grade for learning calculus and linear algebra in the us
Calculus 1
Hi
@unborn moth Has your question been resolved?
the only entity capable of answering that question is the us dept of education and i suspect they won’t have an answer for you
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how do add scientific notation together
for example 1.2x10^5+1.6x10^3
Please don't occupy multiple help channels.
it's just 1.2x10^5 again?
@modest wraithi didn't like confirm it but you should get 1.2x10^5
because it's assumed to be approximate
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help me with these pls
.close
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do u need help ;-;
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Hello, I need help with understanding when events are independent in propability and how can I calculate it?
I can't quite understand how can I know based one P(A) and P(A|B) that they are either dependent or independent
Does it mean that if P(A) != P(A|B) they are dependent?
Oh so I was overthinking I assume 😅
it's surprising yeah
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would you be able to do it if the sets were A={a1,a2} and B={b1,b2}
why not?
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i have no idea where to start
find the perpendicular vector that goes from the point to the line
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hmmm
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anyone knows how to find the equation for the g-force in this scenario? basically im finding an expression for g-force in terms of s (the distance travelled along the loop), but i can't find it for the clothoid shape
this is a graph i found online which gives the plot i need but there's no equation nor explanations given
so i have no idea how they got it
@median anvil Has your question been resolved?
<@&286206848099549185>
@median anvil Has your question been resolved?
this is complicated ;-;
yehh :((
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y varies directly with z and the square of x, find x when y=2 and z=4 if x=3, y=9, and z=1/18
this is what i have so far:
- use the equation y = kxz.
- substitute: 9 = k(3^2)(1/18).
- simplify 3^2: 9 = k(9)(1/18).
- multiply on the right side: 9 = k(0.5).
- divide both sides by 0.5 to find k: 18 = k.
then i made the next equation 2 = (18)(x)(4) but got a random fraction as the answer
the answer choices are 6 and 18, not sure what to do
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<@&286206848099549185>
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At noon, person A is 2 miles east of person B. Person A is walking east at 4 miles per hour and person B is walking north at 6 miles per hour. How fast is the distance between the people changing at 3
PM?
Can someone solve this please i beg
ive tried 10 times now
At noon, person A is 2 miles east of person B. Person A is walking east at 4 miles per hour and person B is walking north at 6 miles per hour. How fast is the distance between the people changing at 3 PM.
the direction in which both of them are walking form the base and height of a triangle, and every mile the length of each will change. for the answer, you need to use the hypotenuse of said triangle since it will form a straight line, connecting both people.
(rounding to the nearest hundredth for each)
at 1 pm the legth of the hypotenuse will be 8.49 miles, 2 pm will be 15.62 miles, and 3 pm will be 22.8 miles.
to find the hypotenuse you use the pythagorean theorem, a^2 + b^2 = c^2
does that answer your question?
@scenic otter Has your question been resolved?
ive tried this problem 11 times now and got one attempt left so i pray this right
does it say to round to a specific amount?
nah answer should be a fraction
hmm
i myself haven't covered this topic as much as others so i'm not sure how much i can help, your process looks good for the other one though
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first thing you can do is combine like terms
6tu 6t 4 u
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What step are you on?
1. I don't know where to begin
2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
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hi
this what?
you can take out e^x from the numerator
and e^2x = e^x * e^x
but
like
both e^x
would this be okay?
no. e^2x != e^2x * e^2x
but where did the e^2x come from?
but then how did we eliminate both e^x from the numerator
@outer mantle Has your question been resolved?