#help-0
1 messages · Page 753 of 1
just sub the p for 500 and u should be getting the result in the form of t
u can solve it in the form of numbers if u have the t
hmm sorry not sure what you mean
English is my second language, could you show an example (not 500 so I can try and do 500 on my own?)
why is it m-n and not m+n?
Ann
In my acellus lecture it says to derives rotation matrix by applying rotation to base vectors (0,1) and (1, 0) how is this done?
makes sense, thank! but - do you know why it is being conjugated?
following on from this, how do I find the value of t for P(t) = 500?
Guyd
81 raise to power minus -1
What does it mean
Bruh i suck
Omg
81 -¹
Is
Anybody
Gon tell me
just 1/81
when you integrate have the lower limit of dp as p(0) this is the initial condition, and upper limit as p(t). in the dt side of the integration it should be 0 to time t.
after this integration you can easily substitute value for t
Sorry, could you just step through it for me?
I'm so lost
I'm not sure what you mean
what's the original question
Starting with dP/dt = 0.0005P(2000-P), find P(t) and find the value of t when P(t) = 500
So I need to find when the population is 500
$\dv{P}{t} = 0.0005P(2000-P)$
ℝamonov
that?
yeah
do i ask a question here
this channel is in use
alr
what did you have after integrating?
it looks like you made a mistake when looking at the logs
im just tryna get the sequence for 0, 3, 7, 12, 18 (this is summation notation)
where do i ask
you have a separable differential equation here
So I start by multiplying both sides by dt?
start by separating your variables P and t
1/(0.0005P)(2000-P) dP = dt?
missing a pair of parentheses to clearly indicate the denominator
Did they give P(0) ? in the question
oops, sorry, P(0) = 100
ℝamonov
then you'll probably need to use something like pfd to integrate the left side
I'll do it manually shortly, just trying to understand where to go after this, so wolfram gives: log(P)-log(P-2000) = t + c
So I can just plug the values of P in here that I want to find the value of t for?
Try solving it, integrals are pretty awesome 🙂
but I get a negative ln?
Thanks, I will. I've done some already I'm just stumped on this particular question, nothing I do is coming out right
even using Wolfram Alpha I can't get it right so I think I'm fundamentally not understanding it
you should use |argument| for your logs instead of normal parentheses from integrating
Not sure I get that?
get what
Say P = 500, then ln|500| - ln|500-2000| is a negative? How can it be negative time?
I'm so confused
is log(P) - log(P-2000) right or not?
so t(0) = 100, then ln|100| - ln|100-2000| = ?
where's t(0) coming from
When t(0), P=100
that's not what t(0) means
oh
also you mentioned P(0) earlier
yeah I meant P(t)
P(0) = 100
indicates that when t=0, P=100
use that to determine the value of c
so P(0)
(c is the constant of integration)
so ln|100|-ln|100-2000| = 0 + c
yes
the answer still doesn't make sense though?
how so?
The answer is -2.9444
wait rly?
my answer right
no, not for your question, for mine
Please use another channel, this one is in use
help pls :(
PART 2 SOLUTION
Wait so is ln(P) - ln(P-2000) wrong or not?
| |
?
abs val signs not ()
right, so ln|500| - ln|100-1900| = ln(500) - ln(1900) = -2.944
wheres 500 coming froom
the value of P when t = 0
oops, 100-2000*
and the 500?
sub in the initial condition to determine the value of c
ln|100|-ln|100-2000| = 0 + c
you had that earlier which was fine
So c is -2.9444
keep the values exact
Final part, Solve for P(t) may be ?
the part:
ln|100|-ln|100-2000|
can be simplified applying basic log rules
(specifically difference to quotient)
ln|19|?
I thought you could do ln(x) - ln(y) = ln(x/y)?
you can
so ln(100/1900) = ln|19|?
last i checked 100/1900 wasn't 19
you could express that as **-**ln(19) if you want
| | not just basic ()
now i am confused how did log|P-2000| show up
So to solve for t we can say log(P)-log(P-2000) + ln(1/19) = t and sub in for P now?
I don't get this bit either tbh, why can we just start using absolute values?
you're supposed to have abs values when integrating stuff in that form to begin with
$\int \frac 1x \dd{x} = \ln|x| + c$
In my acellus lecture it says to derives rotation matrix by applying rotation to base vectors (0,1) and (1, 0) how is this done?
ℝamonov
See abs is just how integration works, You integrate 1 over x you get ln|x|
oh yeah
ffs
ok cool
So to solve for t we can say log|P|-log|P-2000| + ln(1/19) = t and sub in for P now?
wdym sub in for P
What is the value of t when P reaches 500
you fked up your signs when you manipulated the constant
@gray isle Dont you think every single question should be made a thread? Then there is no need of multiple Q channels
no bot support for threads atm.
they may be introduced when that happens
Take this equation for T and sub p(t) = 500
fix your signs with the manipulation of ln(1/19) first
log(P)-log(P-2000) = t - ln(19)?
log(P)-log(P-2000) +ln(19) = t
yes
that works
and then you can sub in P=500 to determine the time t when that occurs
so t = 1.84582669?
sounds about right
Does this give the same answer?
i am not sure about the eqn after integration in this statement though
Yeah step 2 of the final part is enough to get the solution in this case
Does that look right?
Oh i solved for the wrong question, i replaced 2000 with 0.0005 and vice versa
haha all good
yeah then your solution is perfect 🙂
This is doing my head in, going to do as many practice q's as I can tomorrow
thanks for your help all
🙂
In my acellus lecture it says to derives rotation matrix by applying rotation to base vectors (0,1) and (1, 0) how is this done?
like if multiplimg matric [1, 2, 3]
by 2
you would multiply 0,1 and 1,0 by 2
you would get 2, 0 and 0,2
how does that work?
guys what does g(x,y) = {mod((x),) > 0, -1} mean
You rotate them... and make note of where they land in the output space
Also everything you said after what I replied to is nonsense
What is y=x
Couldn’t see that online or in paul’s linear algebra notes
what have you tried?
and just because there are complex numbers here, doesn't really stop you from applying something like the quadratic formula
should i do that?
try and see what you get
Please explain me this proof?
@gray isle
ñ
you're not applying the QF properly
where did i go wrong?
why is there z under your radical
okok
hi
you're still not applying the QF properly
Someone knows it
is this a test
Yes
Do not ask for help on tests
please help me solving this question
I just finished I had all good
please can you translate
Just expand
X = 140°
Hint subtact R1---> R1-(R2+R3) this will help
@split oriole can I have ur help?
ok i will try
@split oriole It does'nt seem to help
its 140 degree bro, Vertically opposite Angles!
@split oriole sorry I was doing the operation on columns.......but tbh have already done that but stuck on the very next step
On which point you are stuck?
Can you help me ;w;
I can try
I need help studying
Indices polynomials and my girlfriend says it easy and proceeds to mock me
By answering 2 of the hardest questions in my paper pls help me study
Post in group ,
Can you help me in DM I don't want to look dumb
I am afraid and very shy and no cus I will look stupid
I am afraid to look stupid
Can we do in DM
Ok
how did we go from line 1 to line 2?
long division and/or clever manipulation applying the same principle
is that the only way? the book simply says after simplifying. does simplifying imply long division?
simplicity is subjective here
depending on the question, the final form they reach may be more useful for following parts
oh ok. was just wondering if there was anything else which is simpler than long division because the question is not at all related to long division. It is a question of mathematical induction
if you're up to mathematical induction anything previously learned may be applied
yeah fair enough. thanks for the answer!
Hello, try raising both sides of the first equation to the 2nd power
that's not how squareing works
Couldn't this be done without removing the decimal?
yes, the division can be done without shifting the dp two places
i mean isnt it the same?
$(a-b)^n \neq a^n - b^n$
ℝamonov
Weird enough,the answer in my textbook for this question is 3 1/11
you can use your logic to prove that 7 = 1
,calc 33.92/11
Result:
3.0836363636364
what
I know they haven't done the question with decimal and just wrote it in fraction form but that still looks wrong.
Here is the remainder one.
3 92/11
3 92/1100
Can someone help me with all of these
what's the actual original question and what is the textbook saying
Find the positive square root of:9 67/121
Textbook's answer:3 1/11
what values can n even take for there to be an x^5 term?
I first convert it into improper faction then find out the square root of both the denominator and numerator (1151 and 121)then I get 33.92 and 11.Then,I divide them both.
@peak cloud channel busy please move
shah was here first
@exotic mortar two of these are possible while another is not
oh they were
my bad
...
wheres 1151 coming from
the curse of questions-zero
Sorry ill move
Oh I messed up in addition.
Thanks Ramonov,I got it right.
i keep getting sqrt of 2/3
and its wrong :( i can't think of another way to solve it
ℝamonov
yes
well the value is correct, but may not be as simplified as they want
they probably want a rational denominator
they said the answer was sqrt6 over 3 but i dont know how they got that
rationalise the denominator
How do u guys keep track of this server
Wdym?
oh omg how did i not think of that
Like theres so many channels and its so active
thanks
Dum
I only look at the math help channels lol
Jk

K

refrain from making comments like these
Ok sorry
im trying to find
$\lim_{x \rightarrow -\infty} \frac{cosx}{3x}$ \
\
so i showed \
\
$-1 \leq cosx \leq 1 - line 1$ \
\
$\frac{-1 }{3x} \leq \frac{cosx }{3x} \leq \frac{1}{3x}$ - line 2 \
\
then afterwards, i would use squeeze theorem to find the limit of $\lim_{x \rightarrow -\infty} \frac{cosx}{3x}$ \
\
for line 2, do i have to reverse $\leq$ signs since the limits is $\rightarrow - \infty$ ?
sevenseas
hey quick question, sin/cos/tan is used for finding a missing side, and arc sin/cos/tan is used to find a missing angle, right?
Yep
great, ty
yes you need to reverse the sign
-1/(3x) still -> 0 from positive side as x -> -infty
ohh yeah
@dense blaze as x->-infty it’s enough to consider what happens for x<0, in which case dividing by x flips inequalities
ya i see thanks!!
can someone help me with this question?
One question at a time lol
what
^
So if you put in $\frac{x-2}{2}$ into f(x) you'll get 5x-10
RipeOrange
wait how
Is this an ACT/SAT question btw?
yeah]
Ah
So what you want to do is just plug in then
For example for answer choice A
f(x) = 10x-5
That means $f(\frac{x-2}{2}) = 10(\frac{x-2}{2}) -5$
RipeOrange
Ah
thanks for helping clearing that up 🤣
Np
Recall that if an angle is in radians
Doing θ*r would give you the arc length
the answer is 1.5 radians right
With θ being the angle in radians and r being the radius
Yep
can you help me with b)
Hmmm
3 radians would be a little less then π
So it'll be a little less then half the circle or 180 degrees
Not sure what it means by radius of the angle tho
@gaunt magnet What does a derivative tell you about the function?
fx is increasing on interval x>4 and f(x) is decreasing on the interval x<4
No, in general, what does a derivative of a function tell you about the function?
can i use a ti 84 + ce to solve for x or do i need one of those cas calculators?
@warped phoenix Looks like it can solve some equations: https://sciencing.com/solve-texas-instruments-ti84-calculator-8074871.html.
@alpine sable How many degrees are in a circle?
360
How many radians are in a circle?
There are 2π radians in a circle.
So, 360 degrees is equal to 2π radians.
So, multiply the degrees by 2π/360 degrees.
The degrees will cancel, leaving radians.
Does that make sense?
ok so i multiply 10 by that?
Chai T. Rex
The degrees cancel.
what would that be
Well, what's 10 times 2 divided by 360?
Which is what fraction?
No, try again.
i mean 1/18
Chai T. Rex
thanks for babysitting me through the question
No problem.
OK, expand those.
Use the distributive property on 2(x - 3) and 3(x - 1).
OK, so a(b + c) = ab + ac.
Have you seen that before?
OK, that's called the distributive property.
If you have a number in front of parentheses and an addition inside parentheses, here's what you do.
You multiply the number in front of the parentheses with each number you're adding inside the parentheses.
8(2 + 3)
8 · 2 + 8 · 3
See how I multiplied the number in front of the parentheses with each number I'm adding inside the parentheses?
No, multiply each by 8.
So, let's do it with your problem.
You have two of those things.
Let's do the first one.
2(x - 3)
We multiply 2 by each thing inside the parentheses.
2 · x - 2 · 3
Don't forget the - that was there between them.
Does that make sense?
OK, so 2(x - 3) = 2 · x - 2 · 3 = 2x - 6.
Does that last part make sense?
@oak chasm would i dvide by 2 pi/360
Is this a graded test or homework?
Sorry, we can't help with tests.
<@&268886789983436800>
b&
@alpine sable For that one, you want the radians to cancel out.
Dose someone know why
(x ^1/2 )^5 equals 5/2 and not 1/2
what do you mean
Well, when you have the same thing on both sides of the fraction, you can cancel, right?
Chai T. Rex
See how the 2s cancel?
yea
So, you put radians on the bottom to cancel your radians from the problem, which will be on top.
so will it be
omg im so confused
(\frac{\pi}5 \cdot \frac{360^\circ}{2\pi})
Chai T. Rex
oh
You use what you unit you want to cancel out to get what unit to put on the bottom of the conversion fraction.
You want radians to cancel out and be left with degrees? Put radians on the bottom.
and then i do the same for the question below it
around 35 is that wrong
its 1130
No, it isn't.
360 pi
Right.
OHH
What is the bottom when you multiply?
so 36
Right, 36 degrees.
omg thanks
You're welcome.
Dose someone know why (x^1/2)^5 equals 5/2 and not 1/2.
I mean the exponets multiplyinv
Well, 5 times 1/2 is 5/2.
OK, how do you write a number multiplied by itself four times?
X^4
OK, so write the equation for your problem.
(9^1/4)^2
See where it says equals in the problem?
No
Read the problem.
I don't see it
Read this ^
Do you see equals there?
Ye
OK, so when you write the equation, the equals will be replaced by an equal sign.
What's on the left side of equals in the sentence there?
1/4
Right, so take both sides to the power 1/4.
Also, when you take a number to the 4th power, the sign disappears, right?
OK, so you need a plus-minus symbol on one side.
That's because the sign disappeared, so we need to add it back.
It could be positive sign or negative sign.
So, we add both back.
Chai T. Rex
Does that make sense?
2x2
Chai T. Rex
Does that make sense, since you multiply the powers?
Yes
What's the square root of 9?
3
Chai T. Rex
And I Don't tinck their is a 3^1/2 because it's prime
Chai T. Rex
Chai T. Rex
No problem.
If you want to check, fill in both values of x into your original equation.
Ok
Chai T. Rex
Calculate the left side. See if it comes out to 9.
Chai T. Rex
Same thing.
Ye I got 9
How about for the negative version?
9 again
OK, and do you need just real number answers or have you started complex numbers?
I just need real numbers
Oh, OK, then those are the answers.
Ty
You're welcome.
No, they just ask to solve
But..
I don't know very well with these negative numbers
it's okay
it looks like you have done an attempt to solve this, can i see it?
if you haven't let me know, and we can start this together.
My.. rascunho?
Okay..
I will show you
I dont know the word in english
But is when we try to solve
But is just a try
hehe.
it's okay, let me see if possible.
@gaunt magnet please read #❓how-to-get-help , this channel is occupied.
i have
over 100 timesd
okay, well, again, this channel is occupied and it goes under #❓how-to-get-help not to post in an occupied channel, please use a free one.
this not free
no, it's not free.

@buoyant meadow do you not need help anymore?
I did solve first the terms 3² and 2² and take the denominator
After i did the fraction and the result is : 81/9
I multiply the terms 3²/1 × 2²/1 × (-9)²/(-3)² = 2916/9
And the denominator in the botton
(-3)² = 9
But..
I dont know if i'm rigth
And what to do now
Oh.. Okay
okay
so what i'm seeing here is fine
but i'm unsure whether you've ended up with a final result
all you have there is broken up parts of calculations, which are fine but still not have a result gathering everything
So.. can i continue the problem?
yes, you are pretty much almost done
so, you have done the upper part $$\frac{3^2\cdot 2^2\cdot \frac{(-9)^2}{(-3)^2}}{(-3)^2}=\frac{\frac{2916}{9}}{9}$$
Al𝟛dium
If i flip this, can i make a multiplication?
this is what you've told me, which is correct so far
this is a little ambigue
I dont know if have more thing to do here
whenever you have these fractions, you can always do the following $\frac{\frac{2916}{9}}{9}=\frac{2916}{9}:9$
what is this supposed to mean?
9/1 isn't the answer to this problem
Al𝟛dium
@alpine sable thanks
okay, now do you know how to finish this?
okay.
do you know how to deal with simpler examples like $\frac{2}{3}:\frac{2}{1}$?
Al𝟛dium
or do you need a refresh on how to divide fractions?
okay, yeah we can do it that way as well, it is true that we can "flip" the second fraction and multiply the 2 fractions: $$\frac23 {\color{green}{:}}\frac21 =\frac23 {\color{green}{\cdot}} {\color{blue}{\frac12}}$$
Al𝟛dium
does this make sense?
no, you don't flip both fractions, that'd be incorrect
Thanks
qualquer coisa posso te ajudar
quando precisar falar em pt
anyways
so are you able to finish now?
Tá de boa cara, eu vou tentar
I'm..
Como dizer confiante? @astral dagger
I think "confident" will fit
I'm confident
okay, you're welcome
Hope this channel was free. I need some assistance figuring out how to solve this differential equation and get an implicit general solution. Let me first show the question:
https://i.imgur.com/QESExmf.png
Now, my plan of attack was:
- separate
- integrate
- clean up and set equal to C (that's what it wants, I guess)
Here's my steps (going to type latex so the bot gets it just a sec)...
$$\frac{3y^6-y}{y^9}dy = \frac{x-6}{x^2}dx$$
simple
$$\int{\frac{3}{y^3}-\frac{1}{y^8}dy} = \int{\frac{1}{x}-\frac{6}{x^2}dx}$$
simple
$$\frac{-3}{2y^2}+\frac{1}{7y^7} = ln(x)+\frac{6}{x}+C$$
simple
simplified left side $$\frac{-21y^5}{14y^7}+\frac{2}{14y^7} \equiv \frac{2-21y^5}{14y^7}$$
simple
$$\frac{2-21y^5}{14y^7} = ln(x) + \frac{6}{x} + C$$
simple
then finished with $$\frac{2-21y^5}{14y^7}-ln(x)-\frac{6}{x} = C$$
simple
but my homework system is marking me wrong and now I'm stuck :p
It wants it in this =C format https://i.imgur.com/fRYtMED.png
Oh my god 
It wanted $$ln|x|$$ instead of $$ln(x)$$
Channel free.
simple

Eh? The homework system accepted it anyway
is the correct way to answer a question like , In how many ways can the letters in the following words be arranged? by multypling the number of letters like 5x4x3x2x1?
Any Calc experts around who are willing to commit into looking into my problem, whatever that may turn out to be, even if it's not actually related to Calc or if someone who doesn't know anything about Calc could actually answer my question?
try #calculus
I dont understand why we factor to solve quadratic equations
I understand how, you find two numbers that multiply to give C and add to give B, but I dont understand why
it's just a formula, I have no idea how it works.
If you factor as $(x+r_1)(x+r_2)$, you expand to get $x^2+(r_1+r_2)x+r_1r_2$. If you match terms with $x^2+bx+c$, you see that $r_1+r_2=b$ and $r_1r_2=c$
cgodfrey
(assuming a=1)
If you expand, I'm sure you have no problem saying:
(x - a)(x - b) = x² - (a + b)x + ab
Factoring is simply using this relationship in reverse.
What does expand mean
I dont see why the middle term has to be a+b
If you don't know how to multiply two binomials, take a second to look it over, googling "FOIL method" will get you lots on it.
Because factoring is doing this, but in reverse
I've googled FOIL, I've memorized the rule
but again, these are just rules to me
I want it to intuitively click in my mind
not more formulas
FOIL is actually the distributive property, but applied a lot
Yeah I understand foil more
So by applying FOIL:
(x - a)(x - b) = x² - (a + b)x + ab
Which means, if we write our polynomial in that form on the right, we can easily write it in factored form
I dont get how (x-a)(x-b) is coming from x^2 - (a+b)x + ab
I also don't know why it's (a+b)x +ab
Do you understand how to apply FOIL on
(x - a)(x - b)?
Yes but I dont know why that is coming up
We like writing polynomials in that form, so knowing more about it is a good thing
I am not getting how they are equivalent forms
Let's try on this:
(x - 2)(x - 4)
What is that, when expanded?
x^2 -4x -2x +8
Yaya. That is, x² - 6x + 8
Note that -6 is the sum of -2 and -4
And 8 is the product of -2 and -4
You could call it a coincidence haha
Just, FOIL makes sure that this always happens
If we drop the numbers and do the general form again:
(x - a)(x - b) = x² - (a + b)x + ab
You see that the product, ab, always ends up there
Haha so this one isn't the same as I was just focusing on when the first coefficient = 1
Here's an example:
x² - 5x + 6
Can be written as:
x² + (-2 - 3)x + (-2)(-3)
Which we already know can be written as:
(x - 2)(x - 3)
And if you'd like to check, you could expand that, to get the original problem back
How many digits greater than 200,000 are there using only the digits 1, 1,
1, 2, 2, 3?
how do i solve this
<@&286206848099549185>
anyone
<@&286206848099549185>
First, you needed to wait 15 minutes before pinging helpers, and second you don't need to ping multiple times
Just a quick question, I know how to multiply two matrices together, so if I have A and B I can find AB, but I don't know what this arrow above them means. Is this just asking to find AB like I normally would or am I meant to do something else?
So is the answer (15,0,2)?
That arrow indicates to find the vector AB, so the vector B - vector A
So it would be (5-3,2-0,1-2) = (2,2,-1)
Thanks, simple as that?
Yep
Thanks!
There are 5 speakers scheduled for a seminar on careers. How many
different orders of speaking are possible if there are no special conditions
is it 120?
5! different orders, so yeah 120
hey
channel free
?
ok
i think im stuck on 1 part
ill show my steps
i start off like
$\ (x^{2} -5)^{4}\frac{d}{dx}(\frac{3}{2x}+9)^{3} + \frac{d}{dx}(x^{2}-5)^{4}(\frac{3}{2x}+9)^{3}$
Usman
k sorry
$$\frac{d}{dx}\left(\frac{3}{2x}+9\right)^3$$
$$= 3\left(\frac{3}{2x}+9\right)^2 \cdot \frac{d}{dx}\left(\frac{3}{2x}+9\right) \ [\text{using chain rule}]$$
$$= 3\left(\frac{3}{2x}+9\right)^2 \cdot \left(\frac{-3}{2x^2}\right)$$
Usman
That's correct so far
ok so now i Do the same thing for the derivative of (x^2-5)^4
thats where i may go wrong
follow same steps for power rule, should be ok, give it a try
ye did the same steps and got 4(x^2-5)^3 . 2x
yes sir, looks right
Now plug everything in and i got
$(x^2-5)^4\cdot 3(\frac{3}{2x}+9)^2(-\frac{3}{2x^2})+4(x^2-5)^3\cdot 2x(\frac{3}{2x}+9)^3$
Usman
that looks good, now just simplify it
Oh can it get simplified?
I don’t think you can simplify if it’s just the derivative, can only really collect like terms
Multiples and such
i think it can get factored
this is very confusing for me :/
channel is in use, plz find another put.... p v q's truth table is T, T, T, F whereas p -> ~q has F, T, T, T so that's already not quite correct
edit: my b, forgot v is inclusive lol
Which part?
,w factor (x^2-5)^4\cdot 3(\frac{3}{2x}+9)^2(-\frac{3}{2x^2})+4(x^2-5)^3\cdot 2x(\frac{3}{2x}+9)^3
Oh you mean factor out the top and stuff. You can but it's not strictly necessary (unless your teacher wants that)
well i think i dont need to factor its good how it is
Can someone help me in channel three
be patient.
Have been for the past 25 minutes
Ok.
sorry not sure how to help with that -- please grab another free channel and ask again, explain the exact question and so on. This one is still in use by @gaunt magnet I believe
got a quick q
how would I turn this equation
into this one
ive isolated the x in the orignial equation, do I just apply the derivative, square, etc?
depends on the professor/school grade scale but it's an 83% which is typically a B.
Oh ok
take the derivative of x with respect to y, then you can plug that in and square the whole thing (FOIL)
yeah just having troubles with it
what have you got now
sqrt(1-2y) is the same as (1-2y)^(1/2). Does that help you differentiate?
ah i think i see?
Give it a go and see where you get
How do u solve this
define solve?
it's just a constant, you can look up the value
Ok thx
What if it comes up in a math quiz
it's the Euler–Mascheroni constant
there's no better way to express it afaik
Ok thx for ur time
The length of the square's diagonal is equal to the radius r, so it's area is r^2/2. The shaded area is the circle's area minus the square's area: πr^2 - r^2/2 = 36π - 18
i call it the Mascheroni constant, Euler has enough things named after him 😤
Guys my old school teachers told me to teach 8 th year old so my teachwr gonna give me questions i will give to them and rhen i havw to tell if the answeer is ok
Anybody
You know they started naming things after the first person that discovered them after Euler at some point
so its even more than you would expect
what
i'm confused
well i'm assuming you'll be able to answer the questions yourself
otherwise you wouldn't be put in this position no?
I don't wanna be
My teachers told could you maybe have an online meeting my the kids of your schiol and teach em stuff
and what grade are you in?
they're not going to be learning what you'd learn
Other subjects i can do
did they tell you what type of math they are learning?
They sended me ss of their book
can we see 1
this looks like pre-algebra
Would you be able to do questions like this
then tell your teacher that?
email?
Oof don’t worry I’m not that great at math aswell but I pass when I study
No
So will ya help me in 8th grade work
I’m in yr 7
Yeah
Oh nvm
Sorry
No i mean
I can do that
Anyone know how to figure out what the method is to solving how many equivalence classes there are for the relation R on F
that's one of the questions in the page
No its just one question
There are tough one
Most probably i will do em all
But still need someone that can help if smthn goes wrong
@surreal meadow
there's no guarantee someone will be readily available to help you
no
do you know what
(a + b)(a + b) = ?
Screw it
Guys my old school teachers told me to teach 8 th year old so my teachwr gonna give me questions i will give to them and rhen i havw to tell if the answeer is ok
My teachers told could you maybe have an online meeting my the kids of your schiol and teach em stuff
<@&286206848099549185>
don't ping helpers multiple times
what is going on lol...
shrwan its not that deep
Ik
they are in 8th grade
But
same bro but u gotta wait for the helpers
Idk
it's not that big a deal
If smthn goes wrong
just go review algebra for 10 minutes
I need someone that can help
what would go wrong???
It's a math test
No
I don't think we are allowed to help with that
Yes, the number of students don't decide whether it is a test.
Just review algebra
I have to give em questions
You make questions or do you solve em?
My tecaher gojna give me sheet
I send en
They solve em
Then i tell em
Whats the mistake
ok ig we can help
Can i dm someone my math hw
cuz it aint you whos getting graded
I won't be here after two hours but someone else most likely will
well i cant be online discord at that time :(
Omg
@peak kite it's your job to inform the teacher if you're not up to a task
you failed to do that, and now there's no guarantee someone will be able to help you
try doing the problems beforehand if you have problems
grammer 
just accept the fact that you're in an uncomfortable position and do your best to help those 8th graders
go review some basic algebra while you can
Springboard mathematics 😢 I greatly dislike that curriculum
Yet our school uses it :/
<@&286206848099549185>
@candid nova #❓how-to-get-help
Don't ping da helpers but what is your problem?
@candid nova next time try posting in an unoccupied channel so your question doesn't get written over
For this would domain be just (-2)? or [-2,-5]?
The domain is an interval




