#help-0
1 messages · Page 886 of 1
Thank you
multiply this out and you should get a solution for y
-14+9y=-45
14-9= 5
-5
is y negative 5?
Sorry
np
then you have -5y = -45
well no
You have to divide both sides by -5 so on the left side you only have y left
so y is -45/-5
Do you have to solve for x as well?
then since you know y = 9 you can put that in the top equasion
What would the equation be
-2y = x but put 9 instead of the y
-18?
yes
YES
I GOT IT RIGHT
im using this for math
Please tell me if this is correct
-3yx-6=18
nvm im stuck
What do I do with the 3?
I already got it wrong
Or search Substitution on Youtube and watch a vid on it
how did you get
-3yx-6=18
Messed that question up
And forgot the multiplactation sign
-8x3=24
-24
What am I supposed to divide
MANE
bro are you seriously asking for help on delta math do they not have videos explaining how to get the answer
I dont understand when they explain
aw fr im sorry then
x=-1
y=8
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@silver tangle Has your question been resolved?
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im not entirely sure how to do this but does anyone know how to find the volume of this shape?
i don’t think there’s enough information
oh the question was presented like this
you can assume 20cm is also one of the line lengths in the top corner
but that would only be an assumption
also we don’t even know the height
so you're saying this question is impossible?
unless they state it used to be a cube
the teacher said it was a composite shape
how would i factor this? the grouping method doesnt work
occupied channel
oh ok, sorry
yeah this question isn’t possible @warm vector
no problem
if you were wondering we’re missing more than one measurement
we would also need the height
oh
.close
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xy=2+3y
yes you'd get x=(2+3y)/y
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Hi what is the average acceleration of first 3 second?
I thought I just need to add them up and divide it by 3
But the textbook answer is 58
@violet panther Has your question been resolved?
Heres something to consider
You chose to evaluate at 1, 2, 3
Why? Why not pick 1 and 3 or 1, 3/2,2,5/2,3?
This channel is currently in use liony. Try another
ok
@violet panther
I chose these numbers because u have to find the average acceleration between t=1 and t=3.
???
I mean, why only pick the integers between those two numbers
does your original question provided a distance?
You're calculating the average value of a function here, since acceleration is defined for any real number t
i feel like if theres a distance in the question wouldve made more sense to others but idk
Actually lemme check one thing
Do you know about integration yet @violet panther?
You can certainly answer this in two ways I suppose. One involves thinking of integration and the other is really more physics based
Try another channel arsh, this is in use
No i don’t think I learned it before
And this is the original question
Then ill help with the simpler explanation in just a sec
But I want to get across the understanding that..
Choosing 1, 2, and 3 was arbitrary and indeed you kind of want to talk about the acceleration at all times between 1 and 3
Ok
When you learn calculus you learn about integration which is kind of the proper way to talk about the acceleration throughout 1 to 3
So if you were given a function and asked for it's average then you need to 'sum' up the values of the function with integration
But ignoring that, for the simpler solution. Try not to think of the acceleration actually
If I move 9 m in 10 s then my average velocity is 9/10 m/s
Ya
But at some times within that movement I could have been faster than that as long as I was slower other times
Yes
And acceleration is to velocity like velocity is to distance
So notice, we can use two values of the distance (0m and 9m) to get the average velocity
Where did get 0 and 9 from?
My made up example
Just observe that we can get the average velocity with just two values of distance
Oh okay
But if we tried to get average velocity without using distance we would actually need to sum up all the velocity values in an integral (again not that you know now)
But how can I calculate the ave acceleration for this question? Without knowing the integral thing?
All that I just described in my example
Works for that, essentially
Again
Velocity is to distance as acceleration is to velocity
But I don’t know the distance
But you want to talk about average acceleration right?
Velocity is then your 'distance' from. That perspective
So does that mean I have to sub in t=3 and t=0 to 4t^3 + 6t?
Why t=0?
You know what the answer should be, you said
Try it with... Correct values for t and see if it works
Btw from a physics perspective there are two statements here we can make
Average velocity is the change in position divided by change in time
And average acceleration is the change in velocity divided by change in time
So I have to use t=1 and t=3 ?
You want to know the change in velocity from start to finish. And in this problem it 'starts' at t=1 and 'ends' at t=3
You're close!
Am I close?
Remember, you should have change in velocity over change in time
What is the change in time from t=1 to t=3?
2
Ohhhhhhhhhh
Wow I got it
Thank you so much for explaining to me this again and again. I’m sorry I could understand faster… I really appreciate for your help!
Np! Happy to help
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@zealous adder Has your question been resolved?
Since the hour is randomly generated between 1 and 12,then there is 12 random possibilities
And the fact that it is random should let you know something about the probability that each of these hour is the selected hour
you get a fraction it has probability of zero
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I want to prove that the 2-norm forms a normed space when you endow the vector space F^n with it, showing positivity and scalar multiplication was easy but i am struggling with proving the triangle inequality / subadditivity
my teacher told me to use this result
but i don't see how this helps me because the norm is squared
@next pulsar Has your question been resolved?
feel free to tag @/helpers
.
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Why don't we equate this to $(x,y)$ in line [1]
azeem321
That is, shouldn't it be $2x+y=x$ and $3x=y$
azeem321
read #❓how-to-get-help
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We roll the dice. If the result is less than 3 we have the right to roll one more time. What is the probability that the total score is greater than 4
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hey can i say this?
like is correct?
i know that the principal square root only gives the positive square root, so i kinda assume that to be the same as the absolute value of the square root
do you mean: can I say this: $\sqrt{x} = \abs{\sqrt{x}}$
LeonNeol
yeah
like is y^2 = x, then sqrt(x) = |y|?
i'm just trying to make it general
no specific value for it
are there any cases that it can fail?
or maybe examples of those cases
oh i mean just for square roots
√x is always non negative is more appropriate
the principal square root of x will give a positive number y, since principal square root always give a positive square root. so can i say this using the principal square root?
like just the principal one and not the plus minus
that's the same as the |y| right?
is there a difference in +-sqrt(x) and -+sqrt(x)?
i mean there is but i don't know what it means
$\mp$ is a pretty niche symbol
Ann
the only use i can think of for it is if you have two $\pm$ signs but you only want to talk about the combinations in which they're taken as opposite
Ann
like for example $\cos(x \pm y) = \cos(x) \cos(y) \mp \sin(x) \sin(y)$
Ann
are you on light mode Ann?
I think the TeX bot takes in the user's mode for the TeX generation?
isn't y a set of possible values for the square root of x? and if i take the square root of x, it will give me all the possible square root, y or -y. but if i take the principal square root of x, it will only give me the square root of x that are more than or equal to 0, which will only be y such that y >= 0 or |y|. will this show that my original equality correct?
no, who do you take me for?
sorry for going offtopic
there's a config option you can set that controls tex render color
it's independent of what theme you use
i mean the principal square root, like √x = y. the √ only gives the positive square root. so √x = |y|?
not x = y^2
pretty sure these 2 brings different meanings
yeah
i'm making some notes abt square root. so the last sentence sqrt(x) = |y| is incorrect then?
but y can't be negative if i'm taking the principal square root of x, i believe
i'm a little confused abt that actually
i see
sure
not really, cause there will be 2 y's here. i just wanna take the principal square root of x, which i believe will make y>= 0 and hence principle square root of x = |y|
yeah but by taking the principal square root, aren't we just gonna have 1 y, that's positive?
i have no specific number for that
y = sqrt(x)
+-sqrt(x)?
y = x^2
can i just take the principal square root like
y = sqrt(x)?
i was reading https://math.stackexchange.com/questions/1448885/is-sqrt64-considered-8-or-is-it-8-8 and encountered this. since the answer uses absolute value symbol, i assume that i can generalize this.
$\sqrt{x^2} = \abs{x}$
kiid
i'm sorry if i was being ignorant
my bad
yeah, cause i think
sqrt only gives positive square root
yes
i dont think so, since there are 2 possible values for x
oohh i think i'm gettin g it
so the takeaway is that sqrt(x) = |y| is true. sqrt(x) will always give a positive value but y can either be a positive or negative?
sqrt(x) is then equal to y or -y? but we'll write that as +-sqrt(x) = y, right?
since sqrt(x) will always be positive, i assume that it will give a positive real number y. (by sqrt(x), i mean the principal square root)
sure
@eager ravine Has your question been resolved?
so if y>=0, y = |y|. which shows sqrt(x) = y = |y|?
yes
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The first image shows the question, the second one is the curve which I drew.
-->
The answer in the markshcme is 5.7 to 5.9 but I get it as 3.46
Please correct my mistake for the tangent
Level : O level Math 4024.
<@&286206848099549185>
@near flicker Has your question been resolved?
It would help to know which question in particular, I am guessing c(i) you want help with?
(a)-(c) basically
If you could identify my mistake because I don't get the right answer or either draw the graph for me if possible
@near flicker Has your question been resolved?
Umm.. why was I supposed to do that?
Wasn't that asked in the [b] part?
Ah I need help in tangent. I was just practicing tangent as of now
Oh ok.
To be honest, it looks like you tried to draw the tangent from 3.25 instead of 3.5.
So, which question of tangent?
(c)
How to measure gradient and what it represents?
Nah where it asks you to draw tangent at 3.5
So, you want to know how to draw tangent?
Yeah
@near flicker Has your question been resolved?
It wouldn't be resolved ig , too long
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can you find the slope of that line?
Nope that’s what i am confused of🥲
And I have to put an equation
Which is kinda confusing for me
so parallel lines share the same slope
you can pick 2 point from the pink line
(x1, y1) and (x2, y2)
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hello i need help with angles of circles
Find arc QR using inscribed angles
Then you know sum of angles in circle totals to be 360
whats the formula of inscribed angle to arc again?
You can Google that
so SQ is 95?
i have a lot more questions bc i had a gap year an my midterms are tomorrow
is it okay if i dump them here?
I mean, you should look up resources first then come back if you have more questions
This concept is all over the internet
yea ive been trying for the past hour but i cant seem to type in the correct things
You looked up inscribed angles and solved that just fine
ye but that was only possible after u told me i needed to use inscribed angles
Because that's what the document is titled as, "Inscribed/Central Angles"
yea i struggle finding what to use in which situations
for this one what does the mEFC thing mean? or is it important?
i cant rlly see an arc from those letters
measure of the arc EC that passes through F
i.e. the major arc
oh nv,
major arc
Does it mean something else without the m?
idk i didnt learn most of the terms
i dont think ik any of the formulas for these
You can Google those formulas
Do you know what a secant, tangent, and chord of a circle is?
Reading these should help
https://www.mathwarehouse.com/geometry/circle/angles-of-intersecting-chords-theorem.php
https://www.mathwarehouse.com/geometry/circle/angle-tangent-and-chord.php
https://www.mathwarehouse.com/geometry/circle/tangent-secant-side-length.php
Theorem involving intersecting chords of a circle, their intercepted arcs and angles.
Circles: The Angle formed by a Chord and A Tangent, Intercepted Arc. Examples, Pictures, Interactive Demonstration and Practice Problems
Tangent, secant and side length from point outside circle. The theorems and rules
Those provide the appropriate information for you to solve those questions
oh thanks
Oh in my country we just have to understand it
If it is used in math expression then it is the measure
Otherwise it’s the arc
for this one, by the material u gave me
i thought PSQ was 88
im pretty sure im wrong but can you tell me why?
waitt i think thats a secant
You're just looking for mPS, not mPSQ
wouldnt i need to look for PSQ to find PS?
No, because the question mark is lined up for PS
idk i thought i need PSQ then -65 from it
hey guys so i have a really hard equation i can't seem to solve it
it's 1.41421356237309504880168872420969807856967187537694807317667973799
squared
bruh
is mPS 153?
which ones u need
im just tryna find out how to do em
now i need these
hold on brb
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these two got me confused
for 14. i got x = 38 is that correct?
and for 15. i got x = 45
Both of them look correct
@rustic thistle Has your question been resolved?
heyy
@rustic thistle omg we are on the same page
Not the same page but i mean im learning this too
ah lmao nice
@rustic thistle Has your question been resolved?
@rigid island this is occupied
?
the last message sent here was an hour ego
I meant read #❓how-to-get-help
@near flicker Can I DM you? Need to discuss something so if you're cool with it then send a friend request (temporarily or just allow me to DM temporarily and you can remove/close after that).
@rustic thistle Has your question been resolved?
There is a test question with 6 options. The most valuable option is worth 6 marks and the least valuable is worth 1. What is the expected mark you'll get if you choose randomly?
<@&286206848099549185>
Do I just do
E(x) = 6(1/6)+5(1/6)+4(1/6)+3(1/6)+2(1/6)+1/6
@rustic thistle Has your question been resolved?
Can I use channel
hello
i would like some help on how to solve this
<@&286206848099549185>
i need help
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yep, it's a true statement
I agree too, true statement
@tardy pulsar Has your question been resolved?
how would you solve?
how would you solve?
rewrite the left side with only sin and cos and simplify
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hi anyone help pls
@sly dome Has your question been resolved?
woah
Hello
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Can someone please describe the transformations for me
I already know it’s a vertical translation up 1
Horizontal trans left 8
I just need the rest
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Can someone check if these are correct?
Photomath said that the last one bottom right is x = 0 + k . 2pi
But is my answer equivalent?
bruh. I was typing. Good thing there are more available chats. bye.
I didn’t see you typing how was I supposed to know
He must have been in his file explorer
A message is supposed to show up here. bruh.
That was rude too btw.
Anyway. Blue, 0 is congruent to multiples of 2pi
Ah okay thnx
If your done. type .close @slate kayak
I still need help on another question but i want to try it for myself first so i dont wanna close it just yet
Go to an available chat. Blue is not done yet. Also, ping the helpers role after 15 mins if no one replied.
oh ok
Does anyone know the difference between when they ask:
calculate the exact answers / calculate the exact answers on [0,2pi]
leave it in exact form
so like if the answer an irrational number like a surd
then leave it in surd form
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can someone please explain why couldn't I have done the formula like I did in the second photo?
LeonNeol
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Why cant y be less than 2?
assume it was, then you'd show a positive thing is negative
which is a contradiction
alternatively: look at the transformations
I subbed in 1 for y
nope, welcome to why even roots suck 
sqrt(x) is positive by definition of principal root
however solving something like x^2=a means x=+-sqrt(a)
Right right
the act of taking the square root is what gives the +-, the square root existing already is that it's positive unless specified not (ie if you have -sqrt(1) then you get -1)
Could be phrased better but you get the idea
I'm in 8th grade I'm still learning geometry
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Hello
sainallani
can be simplified to
sainallani
I need help on the domain
Yes, I have done that. I have gotten the Vertical Asymptote as $x=-1/4$
sainallani
so whats the problem?
I know about the holes as well
nevermind
I just looked at the graph wrong.
Thank you!
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can someone help me with this grade 10 math question please
@prime flax you just need to "complete the square". What would k have to be?
wdym by complete the sqaure?
that is the whole thing of this problem
it's the topic
check online
there are lots of examples
remember that you need to factor out the leading coefficient before you do it
that's ok
my teacher never taught us that shwy im confused
this is an essential skill for math
I think she might have
that's what this problem is all about
google it
when somebody gives you a topic
or your notes is about a topic, or a unit
you need to be able to quickly look up what things mean
when you don't have the notes
Google "completing the square"
yea, we never earned it this math lesson is one chapter behind the next one
the next chapter is about the qaudratic formula and completing sqaures
the topic i have hw for today is factoring qaud expression ax^2 +bx + c
do they want you to end up with the product of two binomials?
no, they end up with two values
...for k.
so that ax^2 + bx + c = (dx+e)(fx+g)?
ok ok
so let's try these and make sure we understand what they wanted
9x^2 + 15x + 6
actually, let's start with 4
9x^2 + 15x + 4
notice that the point cannot be to factor an integer out of every term
because it isn't possible
so I think they want the product of two binomials
let's use AC method
we need two numbers whose product is AC and whose sum is 15
yea i've tried this, and 6 works
12 times 3
yes
9x^2 + 3x + 12x + 4
no matter how we factor out an integer, we will get a common binomial
3x(3x + 1) + 4(3x + 1)
(3x + 4)(3x+1)
the thing is
we didn't know what k should be at the start
to make this possible
oh so we basically have to take an extra step, since 9 and k (ac isn't limited,) but we want to make sure the two integers we use should add up to the b coefficient 15, and those two numbers should be the prduct of ac
alright this makes alot more sense now thankyou so much!!
so maybe poking around with integer values of k was "good enough"
yes
but
completing the square will be faster
you will see next time
alright 🙂
ok, bye
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I need to calculate the variance.
I know the probability of 0 is 0.36, 1 is 0.26, 2 is 0.19, 3 is 0.09, and 4+ is 0.1
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i tried substituting y=vx but i end up getting stuck at
$\int \dfrac{2e^{2v}dv}{1+e^{2v}-ve^{2v}}$
aujiel
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need halp asap plz, thnx
maximum height is the vertex
complete square
srry, don't get it
Xetrov
have you ever put a quadratic in vertex form i think its called
Yeah
it is a quadratic anyway
But you don't need to replace with 0
you just need to transform the form of the quadratic
hm. ok, i will give it a shot
so i wrote down 0=-4t^2+16t+8^2-8^2+9
am i in the right path?
$0=-4t^2+16t+8^2-8^2+9$
Qweryoung
ok, take out a 4 from 4 and 16
What xetrov said makes it significantly easier to complete the square
ye i got 0=(-4t+8)^2-55
That’s the right idea but you shouldnt have a coefficient of x^2 inside the brackets
That’s why xetrov said abt taking 4 out from 4 and 16
Before you complete the square, the first step is to take 4 out of the -4t^ and 16t
oh i see
👍
still 0=(-t+2)^2+9 lol
What happened to the 4?
i moved it to the left?, which got divided by 0
am i not supposed to do that
oh lord
Sorry if I wasn’t clear, I meant to factorise out 4 of the -4t^2 and 16t terms
so 0=4(-t^2+4t)+9
YES
then you moved the 4 to the left side of the equation?
srry im a slow learner , especially in math
No worries, unfortunately you cannot divide everything by 4 as then you need to divide the nine by 4 too
huh
lmao i see what i did
@karmic sandal do not encourage people to interrupt occupied channels.
So qweryoung you can start to complete the square as you normally would now you have factorised out 4
ok got it , tysm @tacit scroll @solar pebble
there are many dozens of them for a reason.
Np
Im sorry i just need sum help but ty
@young prism you should post in one of the available help channels.
I just ask for a help doe..is that bad?
Okok tysm
@karmic sandal there is no need to be this mean to other users.
woop banned
oh, looks like they left or got banned
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pls help
Solve for x in each of the
following polynomial equation. (5pts each)
- 3(x + 6) = 2(2x – 6) + 24
- x^2 – 6x + 9 = 0
- 5x^2 – 6x = 2
- 16x^4 = 81
- x^5 – 7x^4 = -12x
Is it possible that the desired
values for x will not be fit or true for the given
polynomial equation upon checking? If so, what type
of solution is that?
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<@&286206848099549185> sorry for ping
@formal garden Has your question been resolved?
@tall walrus somewhere else
what do you mean?
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hi
please help me
I am so desperate
I need to solve the volume of this colored shape
solve for the volume of those 3 triangular pyramids that arent colored and then subtract them from the total volume of the cube
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LOL
its wrong
Then whyd you ask for help if you clearly know the answer?
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This isn't your channel #❓how-to-get-help
the guy earlier doesnt need help
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@sterile vale Has your question been resolved?
wdym
$2(l-d)^2=c^2 \ (l-d)^2=\frac{c^2}{2} \ l-d=\frac{c}{\sqrt{2}} \ d=l-\frac{c}{\sqrt{2}}$
Mosh
He rial sped.
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can someone please explain why should I write 11x as a sum of exactly 8x + 3x in this case?
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Can someone tell me how do i even start solving this, and some help for solving that |x| < 1 case? Thanks!
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[8 | (x+3) (x-3)] + [5 | 3(x+3)] + [1 | 3-x]
the [] means the start and end of the fraction
and | means the line between both sides of the fraction
the upper side and bottom side
how do i cancel those out?
the explanation of your notation is much appreciated but please write it like
8/((x+3)(x-3))+ 5/(3(x+3))+ 1/(3-x)
the parentheses the clearly indicate your numeratorsvand denoms
1 sec
$\frac{8}{(x+3)(x-3)}+\frac{5}{3(x+3)}+\frac{1}{3-x}=0$
ℝamonov
yes exactly
consider combining the fractions into a single fraction by considering the lcd
how do i do that
or multiplying both sides of the equation by the LCD directly
lowest common denominator
whats that in this current situation?
i.e lowest common multiple of the denominators of your fractions
hm
recall the basics of combing fractions through addition/subtraction
e.g. $$\frac12 + \frac16$$
ℝamonov
yes i know how to do that
the idea is the same with variables present
well show me how you'd simplify the much simpler example with just numbers above
so the common factor or however you call it is 6
so i will make the bottom part 6
and multiply the upper part with the number it took me to get from the bottom part to 6
so 2 * 3 is 6
1 * 3 is 3
and you get 3/6 + 1/6 = 4/6
you can simply 4/6 further but ok.
are you able to identify the LCM of your denominators here?
let's use a simpler example,
would you be able to identify the LCM of
ab and bc?
ab represents the product of the variables a and b
bc epresents the product of the variables b and c
no
youre confusing LCM with HCF/gcd
uh..
if you wanted to combine
$$\frac{1}{ab} + \frac{1}{bc}$$
into a single fraction, what would be the most efficient way to do that?
ℝamonov
no
hm
how are you getting that
idk
recall what you did with the numerical example
but i dont know what the numbers are
when you did that, did you make certain things just vanish for no reason?
no
so why are you doing that here?
m..
it may be a good idea to look up lcm
let's use an even simpler example
$\frac 1a + \frac1b$
ℝamonov
no
cool
and pretty much apply the same idea to the previous example
