#help-17
1 messages · Page 84 of 1
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T
what happens if $x=4$? :)
don’t work
MrFancy
sorry mean't 4 😅
It work at least for the inverse function
anything below 4 don’t work
for h(x)
so do that mean we restrict the domain to x is greater than 4
whats the whole question?
On problem B
this is the inverse function
now I need to write the domain restriction
@oblique raven Has your question been resolved?
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I did:
cos(21.433 degrees) = 27.9m / h
where h is the hypotenuse / distance he swims
h = 29.973m
t = 29.973m / 0.723 m/s
t = 41.456s
@worn forum Has your question been resolved?
@worn forum Has your question been resolved?
<@&286206848099549185>
So what seems to be the problem?
It says "Your answer for the time in the water is incorrect. You may have used the wrong speed in your solution."
But I don't know what other speed to use
Wait a min lemme see
Ok
So tell me how did u approach this qn?
What steps did u take?
Can u send me the pic of ur soln?
its just this
is there a formula?
It'll be pretty big and will take a lot of time but i am in a hurry
That's why u couldn't solve this
But bro I'm ojt of time to explain relationship vel
Relative**
Alright
thank you
V river wrt explorer= V river- V explorer
So the speed with which the explorer swims in still water is V river wrt exp while V river u have it in the qn and u can find V exp
The qn is more than just this but this is the necessary first step
Bye bro time out
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How much maths do I need in physics
like everything
The amount of math that’s u have in maths 
So ,will majoring in maths and physics at the same time make you a better physicist ?
probably
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Hi, I'm unsure how to solve this question on limits with the absolute value in numerator
number five
,rccw
I'm fairly certain there's at least one horizontal asymptote at 1 because of the leading powers
And x can't equal two so i think that's a vertical asymptote too
But i'm not sure if that's all of them
And how would i know
@tall osprey Has your question been resolved?
@tall osprey Has your question been resolved?
you are looking for vertical and horizontal asymptotes because all of the choices include only vertical and horizontal asymptotes
now if $\lim_{x\to\infty}{f(x)}=a$ and $\lim_{x\to -\infty}{f(x)}=b$ for some $a,b\in\mathbb{R}$ then you have horizontal asymptote at the lines of equations y=a and y=b
calculus is fun
and if $\lim_{x\to a}{f(x)}=\infty$ and $\lim_{x\to b}{f(x)}=-\infty$ then you have vertical asymptotes at the lines of equations x=a and x=b
calculus is fun
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I put, -3x + 7 as my first input
And it was wrong, so I thought I'll wing it and add the y=
Neither worked :/
@cursive latch Has your question been resolved?
@cursive latch
You made a mistake while typing
19y/r
You wrote it 3y/r
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can someone help me rewrite the expression so that it contains a complete square a^2 + a
would be much appreciated
try it yourself
i have already tried it
thats why im here
what i have gotten to is a^2 + a + (1/2)^2 - (1/2)^2
but i have no idea where to go on from here
you've introduced the component that "competes the square"
the next step is to express your perfect square trinomial as such
could you help me with that
,tex .cts
ℝam()n()v
im not sure how to do this with my task
recall why you even decided to do
- (1/2)^2 - (1/2)^2
this is the same as whats being done in that second last line
the last line is applying the property at the very top
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Can anyone tell me how to integrate specifically with "U-SUBSTITUTION" method:-
If it's not possible plz explain the other method to do it ." I am new to integration "
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So I’m sitting here practicing for a math test that’s in two days, and I’m wondering if my work was right? If not could someone help!
,calc 0.42/0.084
Result:
5
I need to write it in standard form
Like for example 4 • 10^5
So how do I do that?
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Please don't occupy multiple help channels.
<@&268886789983436800>
<@&268886789983436800>
it doesn't matter, they're spamming help channels
2 channels
The help channels are for people to ask help
i want help by telling me what it is
You very much seem like an accomplice. Don't risk it. Lol

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]
have i done this correctly
or no
what im trying to do is transform f0(x) into f(x)
T is moving the function
T[-2,0] for instance is like f(x + 2)
Soy is changing the sign of x
S for symmetry
oy is for y axis
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Multiply the roots
ok thx I got 70
xd
a
@buoyant burrow Has your question been resolved?
yes
Ur welcum frend
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i am confused about the definition of pairwise disjoint
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how do i find the domain of this function
Do you know what vertical asymptotes are? If not, you have to look atwhat values of x the function does not take in input
But with this graph it's pretty impossible to tell the exact value
Ahn I didn't see that the blue line was exactly on the grid
So in this case you can answer
First of all, what is the equation of the blue line?
i have no idea
Well, if you have no idea, you can't do the exercise 😅
In general, can you give me the equation of a vertical line?
isn’t it just x = c
2?
It seems 1 actually, look carefully on the graph
Of course
Yep
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This could be a really straightforward trig problem if I only had a right triangle to work with. Can you make one out of what you've got?
That’s all I’ve got
That’s the question
Is there a way to manipulate it so that you have one though?
Nope that’s all there is
Maybe you can make an imaginary triangle somewhere
Like, can you maybe cut the isoceles triangle into pieces to make a right triangle?
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i dont understand where to start
Yes
so start there
Wait so
y = sum of sine and cosine
I don’t differentiate A
y' = sum of derivatives of sine and cosine
y'' = sum of second derivatives of sine and cosine
A and B are numbers
you can treat it like 69 and 420
Alright
So I differentiate the sin and cos and what’s in them
As well
Do I need to factor out
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Quick question. This seems pretty obvious but I just want to make sure, you have the predicate p->q and q, conclusion p is not a valid argument right? It seems pretty clear in truth tables, but in english it seems so wrong. The statement is phrased like "if micheal solves the problem, he obtains the answer 2. micheal obtains the answer 2. conclusion=micheal solved the problem correctly" to be clear
(p->q)^q <=> p^q
Yes, generally p=>q is not equivalent to q=>p
However, p=>q IS equivalent to ~q=>~p
For example, you can say “If I’m Japanese, then I’m Asian”
But you can’t say “If I’m Asian, then I’m Japanese”
Or else you’ll anger like 3 billion people
@modern axle Has your question been resolved?
does this have a name? I see this type of structure keep coming up and i'm asked to give rules of inferences but I'm not really seeing the connection between the ones listed online
but this doesn't mean my answer is wrong right?
You’re correct in saying if p=>q and q, you can’t validly argue p
CST
so the answer is correct, but the solution is widely considered wrong
and the more correct approach would be to use squeeze theorem to prove the limit
Sorry if you don’t know calc, it’s the first one that comes to my head
is circular reasoning a valid rule of inference to write as an answer in discrete math?
by circular reasoning i mean something like this, (predicate p, conclusion p). this maybe isn't circular reasoning but i don't know what else to call it
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Idk how to explain 2. A
Could you try to explain a bit about that given equation?
Can you pick on any features that it has?
Btw 1b is wrong
Yuh
what did you get for that?
6x
Umm it doesn't have parenthesis
Lets focus on the question at hand for now, ill come back to that later once you understand why b is wrong
X^2
So what should 3x * 2x be
6x^2
Yep
Now whats the correct expression
But y does that still happen when it's liek more than just 1x😭
If you multiply x by x in any case
it becomes x^2
3x × 4x = 12x^2
any case where both values have an x, you add to the power
Why
Laws of indices
(3)(x) * (2)(x)
Oki
$x^a×x^n=x^{a+n}$
Jshy
Does that make sense though?
Kinda
To get quadratics, you need to understand the indice laws
My teacher didn't teach me those😭
Well you will be taught those eventually then
For 2, tell me what a standard form even is
Give me a brief descriptoin or just point out what features it has
She was talking Abt how our class was so slow and insulting us fr
Idk
Exponents
In what way?
On the variable
The normal number is first
Yuh
hello, i'm in calc 2 and we're doing improper integrals right now. I was really stumped on how to solve the integral from 0 to pi of 1/(sqrt(x) + sin(x)). could anybody help? all i know is that it converges by direct comp to 1/sqrt(x).
Meow
So, with standard forms
You want the power to be going down in decending order
It starts with the highest degree and goes down by 1
oh shoot didnt even realize this was an occupied area wtf i thought i was in an available one mb
ie x^3, x^2, x^1, x^0
So with your equation, you see it starts with x^2
do you also see the other powers going down in order?
No
Are you sure?
Jshy
Whats this equal to?
Jshy
1
It is in standard form
As I said, standard form is when the powers go down one by one
technically the order of the terms dont matter
Oh
Soemthing under the lines of
"Yes, the expression is in standard form as the powers decrease in decending order from the highest degree of 2"
Just to test your knowledge, is this equation in standard form?
$2x^3+3x-9$
Jshy
No
Oh
If we start from 3
😭
OHH
However, we are missing something
I just thought it meant depending or acceding in general
So cool
All good?
Degree is basically the power
You could reword that as the "highest power"
Wait I just found something
Do I say like it's in standard form because it's the sun of a multiple of x^2 and a linear expression (8-6x) idk
@old root
Idk
Hmm
If thats what you were given, I suppose that also works
Since its a worded explain question, you can say really anything that proves your point
I was just going off what I knew was correct, however your sheet is also correct
Yeah its up to you
Oki
OK
I did B already
So let's go to 3. @old root fr
Uhh
C or D
It's C right
I would recommend you open them all up
Just to be able to see your options clearly
its not necessary but it will help you understand
Umm I don't think they meet the requirements for standard form fr
It's def C
Righttttt
No
Its a -x
So
My definition for standard form is very rusty
but if I was in your situation I would open up all the brackets
have you checked b yet?
arg wait sorry
I missed the question, yes 2 would be in standard form
@fallen sandal
Wat
Wdym
c**
YAY
Oki
Let's go to 4
Lemme resend so we don't have to scroll up Fr ignore the old answer
Umm how is it standard
It doesn't have a linear expression w it fr
@old root
@old root
We say that a polynomial is written in standar form if is expressed as:
So true
3·x^2 is in the standard form ( because it is written as 3·x^2 + 0 * x + 0)
Wat
My point is that, for a polynomial to be in standard form, it doesn't matter to writte all the remaining zeroes UwU
the usual definition of a polynomial is the standard form! So, if you teacher someday asks you:
- @fallen sandal , what is a polynomial?
- a polynomial is a function of the form:
Idk what that is
sabes qué es una función?
Yes
But like
How do I answer the question
How is it in factored form
Can I say it can be said in factored form because
U can turn it into factored form
Ummm
Idk what I'm saying
close enough
we say that a polynomial is in factored form when its written as:
(if you expand this product, you will get the standard form)
so, in your case, 3·x^2 is already in the factored form, because is 3·(x-0)·(x-0) = 3·x^2
So, to be clear, the polynomial f(x)=2·x·(x+10) is in factored form, and if you perform the multiplication, f(x) = 2x^2+20·x is in standard form (is the same polynomial)
haha, that's because we don't know how large is the polynomial, it can be as long as you want: x^10000000
What
I mean that, the dots indicates arbitrary number of more factors of the form (x-r)
xp
its in standar form because 3*x^2 have the form:
and is also in factored form, because 3*x^2 have the form:
If you want to see that 3·x^2 is in standard form, you will have to writte the standar form >.<'
and the same for the factored form
i don't think it can be said shorter
In summary, "3x^2" is already in standard form as a single-term quadratic polynomial. However, it can also be expressed in factored form as the product of "3" and "x * x" (or "x^2").
Chatgpt fr
Idk
jajaja is shorter
ask
What
what point are you missing?
I don't understand the images ur sending😭
my bad, so you understand what a function is, right?
Yuh
and do you know what a polynomial is?
No
ok, that's what is missing ^^
a polynomial is a TYPE of function
examples of polynomials: f(x) = 1 , f(x) = x, f(x) = x+1, f(x) = x^2 , f(x) = x^123 + 2*x^5 + x + 10
similar to other functions, when you select a value for x, you receive another value
for example, if f(x) = x^2+10·x+1, and you evaluate this function in x= 0, you get f(0) = 0^2 + 10·0 + 1 = 1
mm, do you follow?
At first, it can sound you to chinese, but as more confortable you get with it, it's pretty natural
@fallen sandal Has your question been resolved?
NO
She did not teach any of this I don't think I'm supposed to use it
nice, in your book, the polynomials are only quadratics (this is, the reach the factor x^2)
Wat
ok, lets recap
because this is not about polynomials anymore, is about "quadratric functions"
a quadratric function is any function of the type:
f(x) = a·x^2+b·x+c
where a, b, and c, are some constants, and x is variable
for example, f(x) = 31 x^2 + 2 x + 10
the answer is: yeah, 3x^2 is in standard form, because its of the type ax^2+bx+c (where a=3, b=0 and c = 0)
and is also in factore form, because is 3x^2= 3·x·x,which is a product of two factores, where each one (x) is a linear expression
i don't think you can shorten it more
I don't know how... maybe like: "its obiously in standard form, and if you don't see it, get lost :v"
yeah, that seems right ^^
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i dont get it
the perimeter is (10xy+2x)
of a rectangle
and the smaller side is equal to xy cm
but i need to find the area
the surface
So what's the value of the larger side?
perimeter of a rectangle is 2A + 2B, where A and B are the lengths of perpendicular sides
i need to know the surface
To know the area you have to know the lengths of the sides
You can figure out the length of the other side
you know the perimeter, and the length of one side, so you can find the other
Try drawing a picture. Since you know the length of the shorter side, and you know the perimeter, you have enough information to figure out the length of the longer side
2A + 2B = 10xy + 2x
A and B are the side lengths
so you can do A = xy, and solve for B
or you can do L and W for length and width, whatever
yes
for the smaller side right
for the side that isnt xy yes
If xy is the larger side then yes
yes
which is 4²y²+x²y
yup
okay i got it thanks
yw
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Please someone help me I need lots of question of help
I am very very thankful if you do it
I just need answers please anyone
Any of those will help pls
is this a test?
Yes
<@&268886789983436800>
I rly need help
Otherwise I'll get ban from my school please
you're about to get banned from the discord too 😭 sorry
prepare better next time I guess
@opal harness Has your question been resolved?
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How to do these
,rccw
both?
Yes
9 first
this correct?
Yes
wait no
Wait
taro
-6x
Is this equations
Uh no
Also yes
like if i said x^2 + 3x would you be able to factorise this
Idk what is factories
Dactorise
hmm okay
Factorise
itll be a bit hard to explain how to do this
you don't need to use that property
without knowledge of factorising and distributive property
hmm
because to solve it you need to realise that theres a common factor
that you can factor out
@royal kestrel let me try my own way to solve it, and you check
alr
-6x (x+12) -15(x+12)
x-12= 0 or x-12=0
x = +12
Where this come from
dont just give the other answer
How to do step 2
example:
x^2=4
x1=2
x2=-2
remove the bracket
What is bracket
Use distributive property
no u dont have to
What is DP
I’m not American
No
Also I failed my middle school math
that is the only way to find the solution
no its not
use distributive property
common factor??
its -6x(x+12) - 15(x+12)
theres a common factor between both terms?
lol
Bruh
you might want to learn factorisation first
or at least DP
(x+12)(-6x-15)
before you attempt it
If two () exists and same number inside hen make them as 1 then combine -6x and -15 together as ()
?
You should go through Distributive property again
This is really important
In the future you will see quadratic equations
You can't solve it without knowing how to remove brackets
both of the factors might be 0
i prefer just using a comma ngl
its the samething if you use or or and
Huh wdym
You can use fraction instead of decimal
You can't have calculator on you most of the time
How to get the fraction in simplest form if I don’t have calculator
Don't use decimal as your final answer, Cuz sometimes you might get wrong
you turn the fraction into the lowest term
that is simplest form
decimal=fraction
I mean how do I get -5/2
1 = 1/1
I don't know how do you get the answer without knowing what fraction is
-6x=15
you divide -6 from both side
yeah?
-6x/-6=15/-6
and 15/-6=-5/2
1/-2.5
no
denominator cannot be decimal
only integers
or the values you got will be irrational number
you can't right it down in decimal
3.14159262384082837042039840184190283
How
/ this sign means division
-6x/-6 =1
I always forget
And I failed my elementary math as well
It should be -6x-15
so you'll have to remove the negative 6
yeah it is
but i moved the 15 already
don't care about that
important thing is you wanna make sure the x you will get doesn't change
ok
Okay
Normally you wanna get rid of the fractor like -6
you will have to divide -6 from each side of the equal sign
which it means
-6/-6 = 1
-6x divided by -6 = 15 devided by -6
what
where do you get that 1
😨
oh
it is
sorry
-6/-6 = 1
-15/-6 = 2.5
noooooooooooooooooooooo
-2.5
noooooooooo
no
stop
Don't convert the equation into decimal
if you can't convert it into integer
that is the rule of mathematic
you should obey the rule
don''t convert it if the final value is not integer
like 1/1
you can do 1/1 2/2
Holy shit I’m not taking math next year
I mean the rule is made by us
Negative/ negative = positive
Once you got the final answer
So how do I get -5/2 from -6x-15=0
make sure the value of the equation will be integer, if not, don't convert it into decimal
-5/2
remember that multiplication is the inverse of division
I failed
I learned nothing from elementary and middle
I’m in high
😨
welp not a big problem
you can get it in just one day
by watching youtube tutorial
Can’t understand
not hard man
If I confused for 1 part
I get no help
And whole process gone
Can I still get an D for math
reduction of a fraction
destributive property
property of equality
I just need pass
this is all you have to know for high school and middle school
Hmm
this is really hard to explain
you can go watch youtube videos
they'll explain it
how "reduction of a fraction" works
Too less
why -5/2 = -15/6
cuz -15=3*-5
and 6=2*3
they both got a 3
so you can remove the greatest factor from denominator and numerator
then 3 is gone
you got -5 and a 2
-5/2
thats how it comes
and remember
Brain dead
you remove the greatest factor from denominator and numerator doesn't change the value
which it means
ill show you an example
2/4
2 divided by 4
=0.5
1/2
1 divided by 2
=0.5
they are all the same
you have to know
-15/6=-5/2
they are the same thing
but we need to simplify them into the lowest term
Give me a question about it
so its not complicate for people to see it
Let me try answer
5/10=
0.5
Wait
Give me the wuestions@like -6x-15=0
-4, -8/2
no
No way
Wtf
-5/20=-1/4
But my answers still work
-8/2 still get samething
no
-8/2 =-4
20/-4 is -5
there is only one solution for x if its not power 2
-5+5=0
no
its -4/20
i mean -5/20
-5=5*-1
20=5*4
remove 5
you get -1 and 4
-1/4
negative 1 devided by 4 is not integer
so no converting
unless its 4/4
Can’t get
you need youtube tutorial
I'm sleepy
One more