#help-0
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I got help but basically yeah
It's like an example thingy I just followed that and answered it but I'm not sure if it's right
<@&286206848099549185>
what do you mean "example thingy"
Nvm just can someone check if it's correct
which part exactly are you unsure of
Final answer I used the a*r^(n-1) formula and then added up all the payouts but idk if that's the right step
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I'm struggling to answer this without graphing, the equation is y^3-4y = x^3 - 2
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why is it r-sqrt(r^2-x^2 ) and not just r^2-x^2
This is a problem where you need to washer method
ohhhhhh ok ty
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Guys

Ok so
If there are 6 numbers on a jackpot and each number maxed on 99 what would be the probability of you getting the jackpot
I’m not planning on gambling just debating with family
So each number went 1-99
So
are you saying
there are 1-99, 1-99, 1-99, 1-99, 1-99, 1-99 6 numbers in between 1 and 99
in an ordered list
the chance of you getting the first number in between 1 and 99 is 1/99
the chance of you getting the first number, and the second number is 1/99 * 1/99 , etc...
Don’t feel like doing that on a calculator
Isn’t there a bot here for calculating lol
think about a simpler question
yes there is
but imagine this
you are rolling a dice
and you want to know the chances of picking the first 3 rolls correctly
the chance you pick the first roll
is 1/6
the chance you pick the second roll
is 1/6
Yeah I did this math in school 2 months ago I would have been able to answer this question on my own 2 months ago
I just forgot because the school system is garbage
They make you remember not learn
Anyways thx
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Im stuck on how solve for these angles and can't really find out how. If anyone can quickly help it's due in like 7 minutes 😭
review your 30-60-90 and 45-45-90 triangles
@exotic crescent Has your question been resolved?
45-45-90 triangles are isosceles right triangles and they don't really look to be that
like this?
how did you get 22.5?
135/2 - 45
thats correct
oh
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hi I'm doing some revision for my add maths exam in 2 weeks and I'm a little stuck on this one 
Well, we can find where the vertex is since it is a parabola and then can substitute the x and y values into k and h to get our formula
the vertex should be 5, no?
Yup
(5,7) would be the coordinates
So if you substitute the h for the x value and k for the y, you get:
so h = 5 and k = 7..?
Yup
wait but I'm not sure about what a would be tho
You should be able to do this with any point on the graph, but we just happen to know the vertex
I think I'll try figuring that out myself first ~~if I can't I'll ask again here
~~
à oke thank u 🙏🏻
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Hello
How can I represent a f(x) = e*x graph?
,calc e
Result:
2.718281828459
Do you know how to plot lines?
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when you have a quadratic in vertex form, for instance: f(x)=(x-1)^2-1,
how come the vertex is (1,-1)?
I'd assume h and k are both negative 1, but it seems like when they say the vertex is (h,k), that it secretly means (|h|,k) or (-h,k)
This is my first time working with parabolas and vertex form btw
h is the value of x at which that perfect square becomes zero.
k is the resulting y value when you do that.
What x value makes (x-1)^2 = 0?
oh, 1
I see
this makes a lot more sense to me. I feel like my search results were way too simplified. You explained it a lot better (and I've written it down now so I won't forget haha)
Thank you
👍
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idk what it is
can what i wrote for c be simplified
what you wrote for c is incorrect even if it were simplified (and even if that first x was meant to be an x^2)
do you have work to show here?
@scenic wing
its on a white board
i plugged in f(x) into f(x)
ok, but can you take a picture of it
that is the right plan of action, but i think you made an error in executing it.
$\frac{\frac{x}{1}}{\frac{x-7x+49}{x-7}}$
was this your first step?
putridplanet
i multiplied -7/1 by x-7
stop right there.
is this your first step, yes or no
as in, is this what you got IMMEDIATELY after plugging f into itself
no
ok fine
i'll be back in 10
$\frac{\frac{x}{x-7}}{{\frac{x}{x-7}}{-7}}$
.
boom first try
im actually cracked at latex
<@&286206848099549185>
keep simplifying
$\frac{x^2-7x}{-6x+49}$
putridplanet
Take LCM and boom u get a very simplified equation 😂
i realized x-7x simplified
putridplanet
wait fuck
Still u have to take lcm
this is incorrect
you fucked up the num of the big fraction
$f(f(x)) = \frac{\frac{x}{x-7}}{\frac{x}{x-7}-7}$
Ann
i did have that
no you didn't
but then i changed it after i got gas lit
you had lone x on top
gaslit by whom
im being melodramatic
putridplanet
yeah sure that's the denom of the big fraction
putridplanet
ok now you should be good to go
?
it was right
great
putridplanet
HOW IS THIS WRONG
p sure you want x != 7 rather than x != 0? there's nothing wrong w 0 lmao
what about the left
i set the denom to cant equal zero ffs
what left
x cannot equal 49/6
right but what's wrong with x=0?
your x != 49/6 is correct. i was pointing out where your error was.
then what should i put for the num
it said just 49/6 wasn't right
... why not?
ok then whats the other number than can't be x
p sure you want x != 7 rather than x != 0? there's nothing wrong w 0 lmao
why 7
7 is not a valid input for f itself
this is cannot equal x
what doess that mean
words mix jumble hard understand?
i have no idea wtf YOU said
7 is not a valid input for f
$f(x) = \frac{x}{x-7}$
Ann
f(7) is undefined
oh in the original function and the new one ?
f(7) is undefined, thus f(f(7)) is also undefined
Have you found the right answer?
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Does anyone know any good YouTube videos that explain graphing questions like this?
Im having difficulties
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does anyone know how to find the slant height just from the given height and the diameter of a cylinder (trying to find the Volume of it)
Notice that there's no restriction on how slanted the cylinder can be
ah
But only given the fact that it's slanted in such a manner that each horizontal cross section is a disc with same radius all of those variants have same volume
ohhh
tyy
wait so do i solve for the base of the circle which is pi 3^2=9 pi then do a V of a triangle V=base x height 9pi * 8 which gives me 72pi would that be the answer? ( i’m really bad at explaining things )
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2sqrt6 * (sqrt7 - sqrt5)
distribute through the bracket, you have 2sqrt6 * sqrt7 - 2sqrt6 * sqrt5
So the ss i just sent is wrong?
Wait
Why theres another 2sqrt6?
OHHHH
OMG I FORGOT
I understand now
And btw
One more question
Do yk why
It suddenly multiples
8?
you want to compare all the values
But how do yk its 8 tho
so making them have the same denominator means you can just look at the numerators
you want 40 on the bottom
40/5 = 8
So i have to figure it out how to make their denominator the same?
Like all of them
yes
you take the least common multiple of the denominators of all the simplified fractions
so you have 6/5, 5/8, 1/2, and 3/5
so you find the least common multiple of 5, 8, 2, and 5, which is 40, and get that as the denominator for all
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(x - 2) and (x + 1) being factors of a polynomial means that 2 and -1 are the roots of that polynomial, right?
yea
So, if we plug in x = 2 and x = -1 into the x^4 + 4x^3 - x^2 + ax + b, we get 0
mh,
So we have a system of two equations with unknowns a and b
mhm
2^4 + 4 * 2^3 - 2^2 + 2a + b = 0
(-1)^4 + 4 * (-1)^3 - (-1)^2 - a + b = 0
Simplified:
$\begin{cases}
2a + b = -44 \
-a + b = 4
\end{cases}$
alonelybean
Can you solve for a and b here?
Yup
Just simplified these equation as follows:
2^4 + 4 * 2^3 - 2^2 + 2a + b = 0
16 + 4 * 8 - 4 + 2a + b = 0
12 + 32 + 2a + b = 0
44 + 2a + b = 0
2a + b = -44
(-1)^4 + 4 * (-1)^3 - (-1)^2 - a + b = 0
1 - 4 - 1 - a + b = 0
-4 - a + b = 0
-a + b = 4
wait thats all?
Yup, the rest is solving this
o my that is much for simple
You can express x^2 - 1 as a product of two linear terms
Perhaps it becomes obvious if you view it as x^2 - 1^2
You got (x - 1)(x + 1), right?
It means that x = 1 and x = -1 are roots of the polynomial
yep difference between 2 squares
So just plug in those two values, equate the results to 0 and go through the same process as before
oh alright thanks
let me try solve it first
did you figure it out?
yea i did
is it a = -16, b = 12
im js doin the 2nd question rn
Cool
Should be b = -12
Subtracting second equation from the first yields 3a = -48 and a = -16, sure, but 16 + b = 4 then
Alright
yea my bad
@echo socket um
how u do this again
a - b = 3
a + b = 1
i literally forgot
The b's cancel out if you add up the equations
wait wym by that?
(a - b) + (a + b) = 3 + 1
2a = 4
Yes
Yes
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is a and b the same thing
yes they are
multiplication is commutative
meaning ab=ba
order of multiplication doesn't matter
nope
oh okay ty
no problem
maybe it would be preferred to actually do the multiplication honestly
like just writing it as 36
would be preferred
this was the original equation actually
just wanted to make sure they're both the same thing
they are both the same thing and you should not worry about which one is "better" presentation-wise unless you have explicit instructions to that effect
also you should cross your sevens
@marsh ridge Has your question been resolved?
yes
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i think i made a mistake when i simplified, but i cant find it
ive tried it twice and got the same thing
original question is prove using mathematical induction
after taking 2^(k+1) outside the bracket you should get 2k^2 + 4
you got k^2 - 2k + 4
then it's just
2^(k+1) * 2(k^2 + 2) - 6 = 2^(k+1) * 2^1 * (k^2 + 2) - 6 = 2^(k+2) * (k^2 + 2) - 6
wait really?
its a plus though
+2^k+1
at the end
how +
then it's wrong
$$\sum\limits^{k+1}{r=1} r^2 \times 2^r = \sum\limits^{k}{r=1}r^2 \times 2^r+(k+1)^2 \times2^{k+1}$$
modus7591
oh my yeah i messed up
i wrote r^2+2^r
ty alot woulda never found that
.cloes
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it would be the max turning point
@remote fulcrum Has your question been resolved?
maximum flow rate occurs when the derivative of the function defining flow rate is equal to 0
so set the derivative of the function R, R', equal to 0, and solve for t
if you get multiple t values, plug each t value into the original function to see where R is at the highest value
some questions have an interval for the funciton provided, and on these, when you reach this step
plug in the t values (or whatever the equivalent of the independent variable is) of the endpoints of the interval
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hold on @bitter ermine
the answer is 25l/min
i did 10-2t = 0 and t isn’t 25
i’m solving for R arent I; the rate
yeah i gotchu
the funciton R is measured in liters/minute
if you integrate that
what units will the new quantitiy represented by the integral of R give you
@remote fulcrum
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I would start by finding the common ratio
then you can apply formula for geometric series
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
do you know how to find the sum of a geometric series?
can you apply it here? we can check it after you do it
Ok
did you do it?
@reef flame Has your question been resolved?
I couldn't
what have you done?
can you show what you did?
Ok I'll show you in a few min
I got up to (-4)^13
@upbeat hornet
@languid bolt
The place I put a star is wrong
<@&286206848099549185>
Please do not spam mentions.
Ok my bad they were helping me before that's why
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How would one solve $x = 7^{1632} \mod (2023)$
talestitan
ok yeah true
Also $\phi(2023) = 1632$
talestitan
7^1631 mod 289
Oh
talestitan
,calc 1632 mod 272
Result:
0
But we don't know if x here is divisible by 7
we can assume that?
i mean
7^1632
literally has so many sevens in its prime factorization
that requiring yourself to ASSUME it divisible by 7 is super asinine
2023 is divisible by 7 as i verified in front of you
So $\dfrac{x}{7} \equiv 7^{1631} \equiv 7^{271} \mod 289$
talestitan
Because 7^{272} = 1 mod 289
should not be that bad with some repeated squaring
...didn't you just say that 7^{272} = 1 mod 289
$x \equiv 1 \mod 289$
talestitan
yep
x/7 is 7^271
I multiplied by 7 both sides here
and 7^272 is 1 so 7^271 is 1/7
talestitan
Python says the solution is 868
(7**(1632))%2023
868
Oh i got it
$\dfrac{x}{7} = 7^{-1} \mod(289)$
The inverse of 7 mod 2023 is 124
talestitan
So $\dfrac{x}{7} = 124 \mod(289)$
talestitan
So $x = 868 \mod(2023)$
talestitan
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I need to find a, b and i am stuck
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How do I solve this question? I keep getting a different answer to my textbook. The question is "Sandy jogs 19.7 miles in 4.5 hours. how many miles does she jog each hour? Round your answer to the nearest hundredth". I solved it by doing 19.7 * 10 = 197 and 4.5 * 10 = 45, Then did 197 ÷ 45 = 4.3777 and then rounded it up to 4.38. My textbook suggests the answer is 4.26
So then is it a typo?
Though that's more of an error than a typo
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how does the distributive property of multiplication turn (a + b)^3 = (a + b) . (a + b) . (a + b)
into
a^3 + 3a^2b + 3ab^2 + b^3
??
Yup, it's not just the distributive property though, multiplication commuting also plays a role
$(\red{(a+b)(a+b)})(a+b)$
ℝamonov
@tranquil osprey Has your question been resolved?
I understand why a and b are powered to three, but not the 3a etc etc part
is there anyone who can help me quick with a simple substitution with complex numbers?
how? where?
How are you gonna add up ab and ba without knowing that they are the same thing
i know that's the same thing, i just dont get where we get 3a^2b + 3ab^2
So far you got (a^2 + 2ab + b^2)(a + b), right?
lets start over from the beginning please
Can you multiply (a + b) by (a + b)?
a^2 + 2ab + b^2
Right
So, to get (a + b)^3, we now multiply that by (a + b)
It should get you a(a^2 + 2ab + b^2) + b(a^2 + 2ab + b^2) and then a * a^2 + a * 2ab + a * b^2 + b * a^2 + b * 2ab + b * b^2
Simplifying: a^3 + 2a^2b + ab^2 + a^2b + 2ab^2 + b^3
Can you see common terms here?
ohh
2a^2b + ab^2 + a^2b + 2ab^2
so 2a^2b + ab^2 gives us 3a^2b
a^2b + 2ab^2 gives 3ab^2
this is from (a + b) + a^2 + ab + ab + b^2 right?
Yup
Not sure what you mean here
we get a(a^2 + 2ab + b^2) + b(a^2 + 2ab + b^2) from (a + b) + a^2 + ab + ab + b^2)
@tranquil osprey Has your question been resolved?
You mean (a + b) * (a^2 + ab + ab + b^2)?
oops yeah
@tranquil osprey Has your question been resolved?
another question, could you explain frames of reference? i dont get them @echo socket
Isn't a binomial just a sum of two terms?
sorry i meant frames of reference lol
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bro thinks he's a mod for doing this
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I'm reading a paper, and I don't get how they got 1 - n (i know it's not n), shouldn't it be
context?
show the entire context
man said he chose maths in his higher subject
?
mans learning goofy ahh math
what does that even mean
can you not interrupt people's help channels
i don't see where this appears
sorry didnt know the rules of the server i thought we all coul comment, btw its my first day so i didnt know im sorry guys wont happen again
Child
wtf
stop engaging
n you mean $\gamma$ ?
_aplatypus
They are referring to eta
yeah indeed
that's weird
should be 1 - eta/4
or maybe they typo'd somewhere
what's that paper btw ?
That line seems fine to me?
Oh it's 2gamma not 2eta
@oblique trail
I think it still works anyway right
1 - eta/4 < 1 - eta
ah yeah sure
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My brain hurts
brandon_hu
brandon_hu
also how do i make those symbols with latex?
$x \in A$
redstoneplayz09
means that x is an element of x
now suppose you have 2 sets, A and B
for which every element thats in A, is also in B
so you can think of it as A being "contained" in B
in that case we say A is a subset of B
$A \subset B$
bbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbb
redstoneplayz09
😭 I used the wrong latex
yeah lemme google it
brandon_hu
$A \subseteq B$
I forgot what i was even asking
redstoneplayz09
idk
$A \subseteq B$ is subset
redstoneplayz09
$A \subset B$ is proper subset
redstoneplayz09
If is A a subset of B and A and are B not the same , so that there is some element of Bthat is not in A then we say
that A is a proper subset of B
$$ x $$
brandon_hu
My brain fried on this sentence
the sentence
okay
Idk what they're trying to say
so A subset of B
can also happen when A = B
So every set is a subset of itself, right?
yes
But sometimes we want the notion of saying that A is a subset of B, but they aren't equal
so B has at least 1 additional element that isn't in A
brandon_hu
brandon_hu
yes
means that A is a subset of B but A could be B
yeah
they can be equal
its similar to < and <=
a <= b means its less than or equal to
I like to think of it like this:
x < 2 : x can be, but not including 2
x <= 2: x can be up to and including 2.
The same with subsets.
A (proper subset) B means that all of A is in B, but not all of B is in A
A (subset B) means that all of A is in B, and might equal B.
good explanation
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what‘s my mistake? can‘t find it
the solution says it should be
2ln|x| - 4ln|x+1| + ln|x-1| + c
The solution is wrong, yours is right
Google an integral calculator and check your answer
Take a picture of the original integral
wolfram alpha
1sec
oh wait the minus isnt right on wolfam alpha
That's not the same equation
ye my mistake
well the wolfram alpha one is the correct one so that explains it
but wolfram alphas solution is still different
It's not. I checked it, your answer is the same
You just have the negative factored
this is the same as wolfram alphas solution?
,w integral of - (x^2+5x-2)/(x(x+1)(x-1))
yes right, sorry for the misunderstanding
Now either you wrote the problem wrong or the solution is wrong
which is still different from this
Then you did the wrong problem
It's the same still, wolfram does weird manipulation
oh so those are equal?
hard to see, i wouldnt know how to do it
,w log(1-x)+2log(x)-4log(x+1) = log(x-1)+2log(x)-4log(x+1)
I forget how to check equivalency
i'll try on the website
,w does log(1-x)+2log(x)-4log(x+1) = log(x-1)+2log(x)-4log(x+1)?
so no 🤔
Hmmmmmmm I guess it was different? Wolfie is just wack sometimes
I dont know in what solution to trust anymore haha
Use the integral calculator website
It shows work
Like Google "integral calculator" and it's one of the first links
this is right
just used it
hard to believe that wolfram alpha can make mistakes
that’s because 1-x and x-1 can’t both be positive
At least one of the sides isn’t even defined
it didn’t make a mistake, one of the sides has log(1-x) where the other has log(x-1)
they’re not equal
they aren’t equal
at least one of them is not defined
so it can’t be equal at all
i am so confused
but the integral calculator comes up with the same result as the teacher
and wolfram has the different solution
huh
,w integral of - (x^2+5x-2)/(x(x+1)(x-1))
you inputted the negative wrong
it’s -(x^2+5x-2) on the numerator
Not -x^2+5x-2
but this should be the same as
different inputs of course have diffrent answers
this
One of these has the first one as numerator
The other is second one
It shouldn’t be the same, if it was WA screwed up
Ok it doesn’t matter which version is correct, just follow the one given in the question
can you please show me on a screenshot where the inputs from the WA and the integral calc differ
orthogonal_1
uh just look at this
There’s the input
wait
its not different
oh my god
i'm sorry man i dont know whats wrong with me
thanks for sticking around and helping
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if I look at this on a graph...
seems to go on forever..
so what am I supposed to say for local max? t = Infinity?
you should probably zoom in a little..
keyword local
here?
where it changes from negative to positive?
I'm using -8 and -7 approximate endpoints based on the graph above
but I don't think this is correct..
it looks closer to y= -16
should I replace t for something else? when calculating this
,w x^2+16x+48=0
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can someone explain how to do this question? I know you have to use hypergeometric distribution but I couldn't figure out how and get the right answer ;-;
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what am i doing wrong
i got 150 by doing (50 ft/sec)(3 sec)
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could anyone help me out with a physics problem?
ask
@spare fern Has your question been resolved?
I am about half way through the problem
I got t = 0.109s and angular frequency = 6.684rad/s
@cyan nexus
Sorry, I have no idea
just find x=Asin(vt+θ) then u=Avcos(vt+θ)
This is a math server not physics, if you want a physics server it's on #old-network
Not sure if you still need help with this but I got almost exactly .1 m/s
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I have worked this problem a couple times, but I always get confused while trying to isolate dy/dx
@sweet wagon Has your question been resolved?
@sweet wagon Has your question been resolved?
@sweet wagon Has your question been resolved?
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hi
can you recall the cosine law?
@alpine sable Delete your messages from all the other channels you spammed
alr
a^2 = b^2 + c^2 - 2b cos(A)
A is the angle opposite to the side a
meaning that to use the cosine law you need the two other sides and the opposite angle
can you show your pic again?
you're allowed to send it here
@alpine sable
sure
A and D works right
sorry i was gonen for a sec
i think so
alr thanks
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✅
@alpine sable Has your question been resolved?

go to #help-19 to ask
No idea what's happening here, but if someone has a new question open a new channel
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I need help with number 15 and 16
How do we get g?
,rccw
well you have this graph
that doesn't give you a formula or anything for g, but for particular values you can just directly read them from the graph
How do we get 6 because the solution our teacher gave us is
f(0) + g(0)
= 1 + 6
=7
I have no clue how you get g(0) if you only get f(x) in the table
well you get it from the graph
It does
well first, how large is each square in the graph?
Idk
It's given how large each box is you have to interpret that
5?
yep
OK how does that get 6?
so if 5 squares is a distance of 5, that means each square is 1
well now that we know how large the squares are, we can measure other distances on the graph
here's the point that represents g(0) (i've marked it with a red dot)
how many squares above the x-axis is that?
well this is the line x=0
OK but how do u get 6?
well you just got it
Cuz the graph is of gx
g(x) means output of a function which usually is represented on the y axis and x is the ipute represented in x axis
...i'm not sure what those yellow arrows are pointing at
it's because the x coordinate of that point is 0
It's pointing at the black things
The one stretching out the horizontal and vertical lines
the x of this point is 2, so this is where g(2) is
Can you read this do you know what this means?? @molten oak
Ye that's the thing where u add dots in the graph
Yeah so when you add dots it creates a graph of that function
In the question they have directly given you the graph so now you have to make this table
Ahhhh OK I get It now
You can see the g(x) and x and make this table yourself and by doing this you can find what is the value of g(0) is
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hello how can I calculate fees that Im paying for example if one thing is 7$ and I pay 7.17$ what's the fee?

Thank you everyone for your help