#help-0
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yw
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Hi I need some help finding angles if possible
Trying to add shelving to the above. From the perspective of that picture im wanting to add shelves top to bottom.
The length isnt really relevant just gotta know what angles to cut the ends so they are flush.
If anyone happens to see this if at all possible send me a msg because im about to give my daughter a bath I would greatly appreciate it.
Im making a dumb coffin shelf for my wifes .... rock crystal waste of money
@quaint jay Has your question been resolved?
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This should help.
Transformations Playlist: https://www.youtube.com/playlist?list=PLJ-ma5dJyAqp9OIivBQsyBIHKORxjlbgN
Rotaion in Trigonometry: https://www.youtube.com/watch?v=2ZjNM5rYRvo&index=2&list=PLJ-ma5dJyAqpnsPBQ-u6Wq3P47b9fe5El&t=25s
@golden bronze Has your question been resolved?
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help

Order of operations, and simplify the stuff in the radical first
what u just said explained nothing to me
can u like at least show step by step until i get it
It explains everything
ok well i dont get it still
Simplify the stuff in the radical
ok and i dont know how?
Order of operations
bruh
Do you know PEMDAS?
Yes?
Can you simplify the stuff in the radical using order of operations?
first u do whatever is in square root
if i knew how then I wouldnt be here
💀
so lets start
ok thank u omg
first u do whatever is in square root
try that
do the power first
Order of operations refers to the oder in which you must evaluate the given expression. BODMAS, or PEMDAS. Meaning, do the bracekts first (if any present), then exponents, mult, div, addition and at last subtraction.
What is PEMDAS?
someone explain this to me?
this is getting chaotic
do you know what 2² means?
i dohnt know!
Step one, what is PEDMAS? Do you know what it means?
YES!
yeah right
whats good about pemdas
is that within each priority
you can do
any
order
2² first or 4² doesnt matter
PEMDAS is order of operations, hence the order you should do things first
calm down
i know what things come first, i just dont know. how. to do it
if you do 2² its 4 right and 4² is 16 as you said
yes
so just replace those by their values
for now
and thats it you dont have no more powers left
so now what comes next?
ok so i have 4 - 6 / 2
over 16
yeah right
yeah
yeah
oh
Here's a hint: $\sqrt{\frac{a}{b}} = \frac{\sqrt{a}}{\sqrt{b}}$
dldh06
Oh you did that
3 + 5 √1/4
No
is your square root over 1/4
no?
or just the 1?
yes
what's the radical covering, why's it still there after taking the root
then how did you go from √1/16 to √1/4?
what is radical covering...
radical is the way we call this √ symbol
use this
you already took the sqrt of 1/16 which is 1/4
the radical symbol is gone now
ya but i have to replace the radical w something
like adidtion or substraction or multiplication
3 + 5 (1/4)
?
yeah but do you understand why?
yeh
or did you guess?
well yes i guess i get it
cause the square root of 1/16 is
break it down then
yeah
multiplication was implied between 5 and sqrt(1/16)
after simplifying, you should still have something representing 5 multiplied by whatever sqrt(1/16) is
yes
what i meant by breaking down was this
yes
yes
multiply 3 by 4/4
3 5/4
get common denominator
so 12
12/4*
rightOH
so now that its the same denominator
can you simplify further?
why?
because 4 goes into 17 4 times
oh
but then theres an extra 1
this way
whattt
oh ok
ya but ok thanks
so do you understand
how i chosed
yesss
by what to multiply 3?
yep
i will probably come back later on to ask more math questions but thanks!!!!
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bye
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Anyone able to help me get started with this calc problem?
The slope at a certain point
right
So would P'=slopeF/slopeG
so thats good
or *
P is the product
oops
but thats not it
whats the formula for
the derivative of a product of functions
given the derivatives of the said functions
which is what P is after all
[] means derivativ?
yeah
usually most people write f'
for the derivative of f
but yeah
so you can calculate
the derivative of P at 2
then
using this formula
you just have to substitute
slope at 2 for F would be 0 correct?
yeah
(02)+(31/2)
(0 * 2)+(3 * 1/2)
0+1.5
1.5
And then just quotient for the next?
😄
Thanks ill tell you if I get it
I dont think ive done it right
Oh. I did Q'(6)
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hiii guys n gals +. can ive an eg of how i would use residue theorem to calculate an integral
hello people, i need to find a vector, but i cant see how
so for ref i saw this
but how did they go from bound -inf to inf to circles?
QUEEN
AHAJIDKSNEO
do integrals
i love Spain without the S
okie let’s go
❤️
what do I help with
ya
i was looking at this

idk how they translated
what is..residue theorem
im so
where’s snow
where’s kitty kat
wait someone’s typing
my knight is shining armor!!
maybe they know
in
allg
so i'm not very sure
i dont understand anything
so whats your integral?
idk im just tryna understand the concept first
oh ok
so i went online
n got this
but idk how they went from -inf to inf to contours
prob the first part at jordans lemma
i barely get how to apply that
i guess they use jordans lemma to go from the fact that the function is dominated by 1/z
to the contour
integral converging
as the radius goes to infinity aswell
sry wait no
so
what exactly did jordans lemma do

what even is jordans lemma
ive to review stuff 
jordans lemma is
if |zf(z)| goes to zero
when |z| goes to inf
then the integral over a circle of radius r
of f(z)
goes to zero
as the radius goes to inf
but theres also a version for half circles
i think
oh no
i realised
i completely
do not get jordans lemma
so sad
thinking back
i dont get kronig rouches theorem as well
i just thought they sounded cool but i wouldnt need em

im
doing some course
but
idk
they havent released the nornal worksheets
so idh practice stuff to reference
TnT
well
i
try to understand that first
jordan
OH REALLY THANKSS
oh from this
from what i understand
nvm i dont
they.. probably used the fact that the max is on the boundary
but idk how g is related
@ornate condor Has your question been resolved?
oh
i went
away
oops
ye um
is zf -> a cond?
ok anw
no but
my issue was
the original Q
how did we go from
bound -inf, inf
to a contour
was that substituition, i feel it is 
oh
he goes
integral of the circle =
semicircle*
=
integral on the line + integral on the rest
and takes the limit
thanks to jordan
the whole integral is 0
so essentially integral on the line at the limit
is -inf to +inf
ok i'm messing things up look at the drawing
ive
thx to jordan
integral of the GammaR
path
goes to 0
when R goes to +Inf
integral of omegaR
goes to -inf,+inf
nuu
the red cross
but
its a simple pole
so int of zf=0?
n when thrs multiple
we compute em with residue themrem separately
yay?
well int of (z-z0)f = 0
oh ye that
if z0 is the singularity
at z0 i guess oops
its not what we have then
like its =0 right
but its not helpful for our purpose
since we evaluate zf(z)
and not (z-z0)f(z)
no?
and you cant split and do anything you want
it is because residue theorem
is a generalization
of cauchys
for when there are singularities
ok but the
but the same apply
zf goes to 0
whats that mean
like
whats it say abt f
wait sry im
feelin dizzy rn

it means that f goes to 0 faster than 1/z
@ornate condor Has your question been resolved?
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what have you tried so far? @shut garnet
I suggest lots of sin law as diagnosis
can i see what you did?
but it looks like sine might not help us here
can i see what you did please?
okay there's a huge algebra mistake there
the first one implies x=tan(13'5)*1020 but nonetheless this isn't correct
so we want to make 2 equations to solve the system of equations okay?
since we have two variables, the height they called v and the distance between B and Mr Lofty
which is shown as "unknown"
we'll label that "unknown" as x
and now think about it as 2 triangles, the smaller one with the angle of 19'9°, an opposite side of v and an adjacent side of x
do you agree with that first triangle?
now what about the second one
ie the big one
that has an angle of 13'5°
yes
what's the opposite side of that triangle?
same as the other one
yeas
and now what is the adjacent side of that triangle?
take some seconds to think about it
great
now are you able to form 2 different equations using the tan(angle)=opp side/adj side?
Al3dium
this might help
missing the side but whatever
can i see your attempt for the smaller triangle first?
remember this
yes don't worry
we are making a system of 2 equations
with 2 variables
great
wait no
yeah 19'9
now try with the bigger one
v/(1020+x) but yes
now we have a system of 2 equations with 2 variables
do you know know to solve them?
okay i would help but i have class rn
you can either watch any youtube video or wait for another
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@shut garnet Has your question been resolved?
Still here or ?
@shut garnet Has your question been resolved?
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Can anyone help me solve this question
9 A shipping company charges to ship packages based on the mass of the package. For packages weighing up to and including 3 kg, the cost is $7.65. For packages weighing greater than 3 kg to 8 kg, the cost is 14.95 to ship. For packages greater than 8 kg to 18 kg, the cost is $32.55. For packages grater than 18 kg to 30 kg, the cost is $70.85 to ship. And for packages greater than 30 kg to 45 kg, it costs $149.95 to ship.
a) Graph the situation on a coordinate grid.
@burnt escarp Has your question been resolved?
Probably you want x axis to be mass and y axis to be the cost
Since cost depends on mass, not the other way around
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how to find KEN angle
default cube 
yea found that blender is the best way to show
tip: look at the triangle that the angle is in
does it tell you anything ?
60
ffs
yes
that triangle is echilateral
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ty
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i got no idea how to go about doing this please help
poly long division
so like box method
i'd prefer using synthetic division
so like this?
the ax^2 +bx+c kinda got me super confused
you can also compare coefficients through expansion but that'll take a while
i dont think im at that level
do you know how to multiply polynomials?
smt like that
but i got it wrong
box method thats all ik
ye that was 100% wrong
ye
i figured it out
idk whats up with the ax squared
but the divison is like 2x^2 -7x +4
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can i get help with 273
Toby
try using the power rule first to get rid of the sqrt. then the product rule
note also that log_5(125)=3 (because 5^3=125)
how would the power rule apply in this scenario though? wouldnt that just bring down the (1/2) sqrt down to the front
then would we use the product rule for log_5(125) + log_5(x)+ log_5(y^3)
yes, that is correct
so 1/2+ log_5(125) + log_5(x)+ log_5(y^3)?
or wait
1/2log_5(125) + 1/2log_5(x)+ 1/2log_5(y^3)
this second one
ah yea that makes sense, thanks alot in guiding me
you can also pull the 3 out (if thats what the question wants)
yea, and that got me the final answer. was just a lil confused about rewriting (125xy^3)^1/2 since i forgot i can change it to the power of 1/2
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Is there a fast way to work out if a finite set of generators and relations generates an infinite group without just cranking out some calculations?
For example, this presentation gives an infinite group but wasn't immediately obvious
Can someone help me with my pre-cal??
@junior condor Has your question been resolved?
@junior condor Has your question been resolved?
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How did he get the 2
direct sub
Closed by @tranquil barn
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Mayhaps
Yes
شوف السؤال الرابع الف
مجموعة التعريف بتكون
لساتني فالثنوايه سو بتكون سهلة ليك
بت استاذتنا
The question in Arabic but answer in English? 🤔
تقول اخر مجال حق ال3 يكون مغلق
اول مرة اسمع فالمتراجحات😂
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بس ثانية بحاول
لانو مماسي للصفر ، بت هو اصلا اصغر تماما اصلا ما نقدر
اه 😭
حسنا
مش واخد السالب تلاته و الواحد معاك ليه
ها؟
احم انا حمار ثانيه
طيب ليه أغلقت علي ال -4 و ال3 لا
الثلاثة نقطة مغلقة يعني قوس مغلق اتوقع
هي ال4 اصغر من محور الفواصل
هي تحتها اصغر تماما فمغلق
🤔 فعلا مش عارف اجابتك غلط ليه
اتأكد من المدرس، ممكن يغلط عادي
مدري ، قاعدة تقولنا انو بيكون مغلق لنو مماسي لل0 بت ذا يعني انو يساويه وهي تقول لا
فمش عارفه وين الصح ووين الغلط
جربتي تسئلي الهيلبرز هنا؟
<@&286206848099549185> the question (4) says solve the inequalities when f(x) is smaller than 0
Is this correct?
Here is the translation
.
This?
Its has a blue square thing on the right here
Well you can see the plot of f(x)
And the values at which it can be seen to be below zero are
\
$-4\geq x\geq -3$ or $1 \geq x \geq 3$
So
Is that correct?
The teacher said the last line thingy on the right should be closed maybe she is mistaken
Yes ok thank you
idecanymore
So it should be this
Np
Shouldnt x be smaller than 3 here?
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can someone help me understand how both of these end up being the same as -infinity?
A limit of the form 1/0+ will give you infinity, and a limit of the form 1/0- will give you -infinity.
As x approaches -2 from the left side, what does x + 2 approach?
-infinity?
should this be read as 1/0(from the right) and 1/0(from the left)
(I read it as positive 0 and negative 0, but that cant be right lol)
RedstonePlayz09
So the denominator is approaching 0, from the positive side
oh ok, I think that makes sense. So does it just hold that if its coming from the left, then -infinity and if coming from the right +infinity?
Yes.
Think about it intuitively.
1/(a very small positive number)
is going to approach infinity.
ah ok, that makes sense. Thank you @tawny condor, I really appreciate your help
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No problem! you should revise limit arithmetic
what do you mean?
I think that might be what I am learning currently (although with different terminology)
Surely you have this rule somewhere in your textbook.
Yeah, different terminology I guess
revise the material
Yeah in the lecture, they did not go into much details for this, but I might have to go dig in the textbook and see what else they say in there
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$\frac{1}{x^8-4x^6+6x^4-4x^2+1}$
Raid
The following fraction is defined for
A x != +-2
B x != +-4
C x != +-1
D x != +-0
E x != +-1
How can I solve this?
I would put the denominator != 0
but then?
If I put 1 its 0
the fraction isn't defined when there is division by 0
okay so it's not defined for x = 1
Oh
doesn't mean its != 0?
then why my book says that its +-1
If I put 1 its = 0
x is not equal to ± 1
and if both give you 0, then it's defined for all x != +- 2
!= means does not equal
yes
yes not defined for all values for which it is 0, that's your answer
yes
because I would have the denum as 0
so it's defined for x ≠ ±1
?????????????
undefined is denominator = 0
it means exactly that
yes yes
ye ye
im dumb
xD
so in exercises like this
I would just swap the numbers
and try
ty guys
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I don't understand why is it equal to cos/cos
Closed by @wanton hearth
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No
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.reopen
You'll have to open a new channel
damn
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How would u do 7
do you know distance formula?
Yh
d = sqrt(34), P = (x, y) = (x, 4 - 3x)
mb, it's about distance between two points
ok, so O = (0,0) and P = (x, 4 - 3x)
|OP| = d, find 'x'
you'll get a quadratic equation
yes, but root on whole LHS
Is that correct
The question above what u type plz sir
How do u get (x,4-3x)
??
Help plz
<@&286206848099549185>
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The sum of two numbers is 92.their difference is 20. Find the numbers.
How did you get 62?
should be x+y=92
yh mb i misread
Oh, got it!
u get the point
I got 112 when I added
56?
36!
nice
56+36=92
Holy cow
Thank you so much
My teacher made it seem awful
Thank you so much again!
np
fyi: its generally a good idea to write down all the information in the form of a system of equations to solve in world problems
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Can someone help me🥲 so get the value of O_D
,rotate
Thats right
Sorry idk, it’s too hard for me too lol
😂💀🔫
Hey don’t do that, there’s bound to be someone who can help or some YouTube video tutorial that gives the answer, so don’t worry
At least one thing I noticed is that there are two fractions with the number 110 and 95 in them
Maybe isolate 110 for the two fractions and equate the two?
I also noticed that if f(x) = (95-ax)/(a+x), then d = f(c) and c = f(d). same thing with the two equations with 110 in them
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can someone help me with math
oh my, what an algebraic disaster it looks like
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hello
how do i isolate two of the same variables in an equation?
d = vi(t) + 1/2(at^2)
i want to solve for t
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oh
That’s a quadratic equation, if you’re doing physics generally there’s a longer way around which avoids one. If you do want to solve the quadratic, the easiest way is to use the quadratic formula. Google is your friend
I’d recommend learning how the quadratic formula actually works and the process for solving them, but that takes significantly more time
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would u be able to tell me what that way or the name of it is? I am doing physics.
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If the question is related to throwing an object, for example, you can find the time until it reaches its peak (vf = 0) then find the time until it goes some distance from there, now that vi is zero. It depends, get creative
the question is to find time taken to reach maximum height, I am given a vf of 0, acceleration which is -9.81, vi of 3.5m/s, and a height of 15. a ball is thrown up.
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could you guys help me, I'm stuck
the bound should not be infinity
there is a double use of the variable n
use k for the sigma index
you'll get a telescope series in the end that will instantly solve it.
tag me if needed.
telescope series
could you help me I do not remember that 😦
mb
do exactly what you did the last screenshot
open the brackets
you get a sum of x^(n+1) - x^n
and this telescopes
(x^(n+1) - x^n) + (x^n - x^(n-1)) + ... + (x - 1) = x^(n+1) - 1
and saying that this is corrent by telescoping
can you see that all the objects besides x^(n+1) - 1 are cancelling out?
Yes!
for completeness cancel also these x^4 and x^n bcs they cancel with thins in the "..."
and you remain with what neede to be proved
Fantastic
It's funny because 2 hours ago I was doing the same thing but it was giving me 1=0 hahaha and it was not correct because I was not canceling the x^n correctly.
Thanks
👍 np
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Oh, sorry it got cropped.
My katex previewer is bit buggy, nothing else 🙂
Tried to refactor the expression, no luck though
Also I can't see any way to use substitution method.
@fair glade Has your question been resolved?
Thanks, seems like the book has the incorrect answer printed here
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$$\textbf{Problem:}$$
Find the volume of the solid that is bounded on the front and back by the planes $x=2$ and $x=1$, on the sides by the cylinders $y=\pm \frac{1}{x}$, and above and below by the planes $z=x+1$ and $z=0$.
$$\textbf{My Question:}$$
According to my textbook, I can directly use the triple integral to solve the problem:
$$V=\int_1^2\int_{-\frac{1}{x}}^{\frac{1}{x}}\int_0^{x+1}dzdydx$$
But is there any constraint to do like this? Like do I need to check the continuity and integrable thing etc.?
Trenton
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