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I think x would be t+cos(t) and y would be 1 +sin(t)
@timber cobalt Has your question been resolved?
that's what that gives you
How do I combine them into 1 curve?
@timber cobalt Has your question been resolved?
@timber cobalt Has your question been resolved?
why can't we separate cosx/1+sinx as cosx/1 + cosx/sinx? cosx/sinx could then turn to cotx?
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Can anyone help me solve the second question (for a friend), I know BCD is 192 but idk what from there
i feel like BCD should be 146
Can I see the math pls I kinda wanna understand it too
RCD is 108 (regular pentagon)
BCR is 180-84 = 96
BCD = 360-(108+96)= 360-(214) = 146
also 192 would be ridiculous as an interior angle cant be more than 180
well a regular cant, at least
but then the exterior angle would be 34
360/34 is not a whole number
interior is 108
exterior is 72
exterior angles always add up to 360
pentagons have 5 sides
360/5 = 72
No im stupid
i swear they couldve made the isoceles angles 41 and 41
adn it would've been perfectly fine
Mkay so
it's 156
cuz uh
84+108 is uh
192
360-192=156
Right
then
(n-2)180=something something
idk the equation tho
15 sides
how did he get 15 tho
@alpine sable Has your question been resolved?
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hello is anyone free
why quick
i am stuck in this question
i have to finish within 30 min
and i have like 15 more questions to go
why 30 min?
instructed by our profs for this exercise
is that when your test is due?
its due today but 30 mins is the only given time for this exercise not a test exactly
the pattern does not make sense or I am approaching it wrong
1st yr
1st year of what?
college
we are in pattern sequence and statements my course is more on business
i also do not see the pattern but they are always silly rules
lol same
at first i thought the numbers were rotating clockwise but thats clearly not it
@river aspen Has your question been resolved?
@river aspen Has your question been resolved?
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Quotient rule
quotient rule
?
product rule works too if you're brave
i gotta try it first gimme a sec
the thing is
idk how to diifferentiate trig functions
🤦♂️
🥲 have mercy
This calculus video tutorial explains how to find the derivative of trigonometric functions such as sinx, cosx, tanx, secx, cscx, and cotx. It contain examples and practice problems involving the use of the product rule, quotient rule, and chain rule.
Here is a list of topics:
- Derivative of the six trigonometric functions - sin, cos, tan, ...
I would recommend you watch this
Okay, Terminator.
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hi
a
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try a few values and see if they work. By inspection it looks like x = -1 is a solution. Then as x = -1 is a solution you know that (x+1) is a factor
now you can factor the equation to be (x+1)(ax^2+bx+c) and you can figure out that unknown quadratic using polynomial long division
and then you can solve the quadratic like you normally would
By rational root theorem, the roots of a polynomial will be of the form a/b if the polynomial has rational roots, where a is the factors of the constant term, and b are factors of the coefficient of the the variable with the highest power (also called leading coefficient)
You can just also use an online software like symbolab if you're really down bad to find the answer without doing any work
XD
symbolab fell off
I would highly discourage this, except if you want to check whether your answer is correct and you don't have an answer key
From here, do what @strong junco suggested
dumb it down for me
what i need
is a visual example
which shows the steps
You can also figure out this unknown quadratic by just collecting like terms instead of doing polynomial long division
ok i got you
9x^3 + 27x^2 + 29x + 11 = (x+1)(ax^2+bx+c)
because if you input x = -1 into that equation its a solution so you know (x+1) is a root
now we know a has to be 9 and c has to be 11 and using that we can figure out that b = 18
idk if this is asking for a lot
but can u write it on paper
it getting over complicated on text
aight
ty
can you have complex roots yet?
because 9x^2+18x+11 doesn't have any real solutions
and idk if you've encountered complex numbers in your course yet
jus started doing this i believe
well the answer should just be x = -1 then
because it factors to be (x+1)(9x^2+18x+11) and you can check the quadratic expression urself to see the solutions for it
yea thats only part of the answer
but yeah they're complex solutions
just chuck the quadratic equation into the quadratic solution formula and you can figure out the complex solutions
so i can use it to learn how to do the other problems
its nearly 2am for me i gtg
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!status
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
Here you have a system of two equations with two unknowns.
Do you know the different ways you can solve this type of system?
There's one that's handed to you on a silver platter here
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hello could someone clarify something for me ?
@silent linden Has your question been resolved?
so i could substitute any value as long as its >0 ? any recommended values which simplify easily ?
no you are probably supposed to calculate the value of the integral in terms of a
thats possible what i was thinking, ive never come across a problem like this so im curious to know
could i get a scoot ? lol i know about the trig substitution, and (sqrt) cubed portion its just the value
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is it possible to explain why when a numbers digits added up are divisible by 3 the number is divisible by 3 as well?
yeah. do you know modular arithmetic
im in prealgebra, i know numbers decimals percents etc..
hmm okay. maybe someone else can give a lower level explanation, but i'll do my best
if a and r have the same remainder when divided by 3, we write a = r (mod 3). for example, 4 = 1 (mod 3)
it turns out that if a = r (mod 3) and b = s (mod 3), then ab = rs (mod 3). so ab and rs have the same remainder when you divide them by 3. also, it's true that a + b = r + s (mod 3), so a + b and r + s have the same remainder when divided by 3.
since 10 = 1 (mod 3) (10 has a remainder of 1 when divided by 3), we get 10^2 = 1 (mod 3) (because 10 * 10 = 1 * 1 (mod 3)), 10^3 = 1 (mod 3), etc by applying the multiplication rule
if you have a number like 213, then 213 = 2 * 10^2 + 1 * 10 + 3. but this has the same remainder as 2 * 1 + 1 * 1 + 3 = 2 + 1 + 3 when you divide by 3, by the sum rule (and the multiplication rule)
so 213 and 2 + 1 + 3 have the same remainder when divided by 3
so 213 has a remainder of 0 when divided by 3 if and only if 2 + 1 + 3 has a remainder of 0 when divided by 3
so 213 is divisble by 3 if and only if 2 + 1 + 3 is
ok mod means remainder right, modulus right?
yeah 
ok this looks like something i can understand but i dont want u to stick around while i decode it all, i want to thank u for the great explanation.
okay
someone else can probably help if you need more assistance. i'm going to go work on my bike
good luck!! it's not too horrible, it just takes a bit of reading and thinking 
but its sort of self-contained
if you want a bit less mod stuff: if you have abc a three digit number, then that means 100a+10b+c. now you have 100=99+1 and 10=9+1, so abc=99a+9b+a+b+c. the first part 99a+9b=3(33a+3b) is definitely divisible by three, so the question reduces to whether a+b+c is divisible by 3
same idea, just slightly different words
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I need help on this ratio
<@&286206848099549185>
Well can you at least show it?
k
it is a unit rate ratio
$60 for 5 imported pounds of coffee
cost per pound
ok ill write the problem
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Caffeine Castle buys bulk coffee to sell. The cost of 5 pounds of imported coffee is $60. What is the unit rate in cost per pound?
@noble salmon
So, it's 5 pounds / 60$. Turned around, it's 60$ / 5 pounds
USS-Enterprise
To get cost per pound, simply divide by 5
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✅
wait wats 0 divided by 5
It's 12
What?
i was doin a problem
Ah
oh a volume problem? no prob
8ft. x 1ft. x 2ft. is 16 cubic feet
oh no
6,355 / 40
idk this one
Help plz
nvm
@unkempt robin HELP
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Can you send the question, I don’t see any
k
The hallway is 440 in. long. 2.5 feet of the hall isn't carpeted. What is the length, in inches, of the hall that is carpeted?
there
@lethal citrus
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!15min
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What’s 2.5 feet in in. ?
wouldn’t it be : the length of the hallway - length that isn’t carpeted
no it said is carpeted
I mean : the length which is carpeted = the length of the hallway minus the length that isn’t carpeted
Actually I’m not American so I don’t know how to convert feet into inches so maybe that is it or maybe not
hollup
How many fourths are in 2 wholes?
bro thats obvious
8
i need help on number 15. the question is: A recipe called for 2 1/3 cups of broth. which shows how to double this amount
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!15mins
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Don’t ping the helpers every time you have a question
What do you do when you double something ?
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Why ?
@bitter sinew Has your question been resolved?
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oh man statistics ? , if you plugged everything in correctly it should be right, variance and SD is hard to mess up, you can verify your answer online using a SD and variance calculator, if your answers match up you did it correctly
I’m just not completely sure about the x’s within the question and how I should plug it in because it’s not a data set
as long as you have the sum of all obs, sum of all squared obs , and the number of obs , SD can be calculated
re check your calculation, i see 39 then it jumps to 29
Oh you’re right thanks
anytime :3
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i have no idea how to do this
First, do you know graph transformations?
@wraith adder Has your question been resolved?
sort of like vertex form stuff
Ah so you were introduced to it with quadratics I see
Yeah so the principles are similar
Horizontal stretching and shifting, vertical stretching and shifting, reflections, stuff like that
What does the +3 mean in this case
Given $f(x)=x^2$ as the parent function, what happens if I have $g(x)=x^2+3$?
CST
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how would you graph this?
Since it's from -infinity to 6 iinclusive then put a closed circle at -6 then closed circle at 1,6
@simple hemlock Has your question been resolved?
This would be a open circle at -8 and -1/7 with a line in between
To graph (3, +inf) you would have to do a open circle at 3 and a continous line going +inf
Since their is a union their will be a gap in between (-8, -1/7) and (3, +inf), this gap cannot satisfy the equation (x+3)/(x+8) < (x-1)/(x-3) so it will not be graphed.
The reason why we have a open circle is because in the original equation
(x+3)/(x+8) < (x-1)/(x-3) their is a <
This less than sign does not have a equal to it
For example if we had the equation x <= 2
We would have a closed circle because it is less than OR EQUAL TO
Hope this helps ping me if you need a further explanation @simple hemlock
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i know what the tangent line is yeah
hrm
okay, I don't really know how to explain it
Well, what features does it have in relation to function?
its the instaneous rate of change at a specific point
Right, so I would recommend working with the function first
as the line is already established
Have you tried finding f'(x)?
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C pls
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someone please help me with this
I need help to study for the shsat, I’m so worried, it’s killing me
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?
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.close
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you want the values of f(x), right?
Yeah
but you only know the values of some operations over this man:
so, lets call our new x' = 1/2(x-5), that is 2x'+5 = x
oo, sorry, you DONT want the values of f(x), you want the values of y = -3f(1/2(x-5))+1
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How would you solve 1/6y+3/8x=24? Put in form of y=mx+b
do u mean $\frac{1}{6y} + \frac{3}{6x} = 24$
ahaan
I meant the 3/8
3/8
Hello?
@bleak geyser
@stiff summit Has your question been resolved?
$\frac{1}{6}y + \frac{3}{8}x = 24$
Amir
Yes
multiply both sides of the equation by 6
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whats going on
y+2.25x=144
What do I do next?
why work in decimals
Bc that’s what I got when I did 3/8*6
whats the equation or expression
orignal one
there might be a easier way to go at it
1/6y+3/8x=24
okay
I times 6 to both sides
okay then what
I got 1y+2.25x=24
well first off keep the co-efficient of x in fractions
and second you forgot to do the otherside of the equation
so its currently unbalanced
I meant 144
My bad
instead of going into messy decimals
we should keep it in fractions to make it easier to compute
is it asking to simplify?
or solve
It’s asking to find the slope
for a vairable
Yes
so your in the wrong format we shouldnt be solving it
y = mx+b
thats what we are trying to get that into
Ok
one secondd...
So was I still on the right track
Oof
do you know how to rearange equations?
like transform that into a format like y = mx + b?
1/6=3/8+24?
I was going to say move to everything to one side
Yes.
so first thing is to isolate 7
y*
on one side
so if we do indeed multiply by 6
we end up with y + 18/8x = 144
so from there how would we make sure y is alone on one side?
while everything else is on the other side
By subtracting it
no, we kinda got messed up there
make sure to keep the co-efficent of x with x
while you keep the 144 to the side
now we could be that, but dont you think we could just move the X and its multiplyer while keeping Y?
less work right?
So instead lets keep y there and move the x and its multiplyer to the otherside making it negative
and canceling out from the original side
subtracting it
Y=144-3/8x
18/8x*
dont forget that step
but yes
now for the next step we dont need it but it will make it easier to compute, so why dont we move the 144 to the end of the second expression making it -18/8x + 144
it would make it easier to see the y = mx + B
now what are we left with?
Y=-18/8x+144
Yes
alright so whats the slope in the equation
-18/8x
half right, but the x is not apart of the slope that is the x cordinate
so just -18/8
and from there what can we simplify that to?
-9/4
I have one more question
Yea?
1/2+2/5t-1=1/5t+t
okay unforunately i cant help you right noiw
my discord acount is hacked
just ping helpers
Ok
i need to delete the account
Sorry
<@&286206848099549185>
My helper can’t help any more
Apparently their account got hacked
make y the subject of the formula
1/2+2/5t-1=1/5t+t
what
do you understand what i mean?
y = something
you have 1/6y+3/8x=24
? i read from pins
I already had help with that one now I need help with this one
whats the problem
1/2+2/5t-1=1/5t+t
yes and?
How to solve it?
do you know how to simplify this
adding like terms
variables on one side
Ye
go on
Like what do I need to simplify
...
solve for what exactly t?
Yes
How do I get the variables to one side?
an equation please
-3x=-5
no
we had this
Yes
you isolated the variables and the constants
what is the full equation
I subtracted -5 from -3 and got 8 and then I took -6 from 6 and got 0
So you got -3 = -8x
Yes
Yes
what is 2/7
2/8!
what is 2/8!
what were we doing here btw
So your saying that you got 2/8 for x? We are solving for x
As said by Sen we have 5x+3 = 6-3x
Yeah I have that
The easiest way to do this is to add 3x to both sides of the equation
Then subtract 3 to both sides
But the they put both like terms on the same side
As said by Sen
Explain
hmm so what is the equation then
we started with 5x + 3 = 6 - 3x
we then isolated the variables 5x + 3x on one side and the constants 6-3 on the other side this is all to get x
so when you simplify what do you get for x
5x + 3 = 6 - 3x
5x+3x = 6-3 is what they had
night remind me again why we are doing this?
Yes, and if you add the like terms... you'll get ||8x=3||
This was her orginial equation?
That’s what we started with
I messed up a little
So Sen you used 5x +3 = 6-3x as a way to test her skill?
yes
That was not how I was taught
do you know how to solve equations
What did you mess up on? We can take it slow for you to understand. It would be better if you could send us a picture of your work
I erased it when you came into the picture so let’s just start over
Yes, but you’re not good at explaining it.
If that’s okay
Uh ok. Lets start with a basic equation, as a little side quest. Lets say we want to solve for x in the equation 3x+5 = 0
What would we have to do first?
You want to take 5 and -5 by itself and do it to the zero
Remember the whole idea of solving for x is to isolate x to one side of the equation and leave the constant on the other side
Yes good
So when we do this we will get 3x = -5
Remember we are doing -5 to both sides of the equation!
That’s what I said
The 3 is being multiplyed by the x, how do we cancel out something thats being multiplyed?
We need to do the opposite of multiplication.
np i'll leave it to bing
So it’s -5/3x
Ok
Remember we are leaving the x variable on one side of the equation
Thats the whole idea of solving for x
I know sorry,
Yes
This is it
We are done
Thats how you solve for x
lets go back to the original question
Ok
This one here
We first have to find the common denominator
Man I wish I could used the texit tool 😦
Ok
10?
Why
This is what we have
For reference t is writen as capital T
For no confusion with the + symbol
Yes, but don’t we have to find the same denominator for all of them? Ok
I feel like im going to pass out
It would be preferrable that we find the same denominator on both sides so we cancel out and add up the numerators. I'll show you
Ok
Honestly, same
Sorry but I don't think i can do it
I gotta go to bed
Use the helper ping which is this
<@&286206848099549185> @stiff summit Needs help on solving for x
Equation is here
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Hi, tried using logarithmic differentiation to find y’, is this correct?
This channel’s taken
@alpine sable Has your question been resolved?
seems right, but you didn't really need logarithmic differentiation, since you didn't have any variables in your exponents
you could have just used the product and quotient rules
The question actually made me use logarithmic differentiation
Yeah I guess I could’ve
either way, yeah looks good 👍
Thanks!
np 👍
I actually have another question
How am I supposed to differentiate y = (sinx)^(lnx)
now, in that case, you do have a variable in the exponent
so you do need logarithmic differentiation
watch out, you forgot to actually take the log on the right side
your second line should be
ln(y) = ln(x) ln(sin(x))
not
ln(y) = ln(x) sin(x)
yes looks good
Last question
Quite similar
But
y’, considering x^y = y^x
Would be
Cleaner like this
I think everything's right except this 1/y came out of nowhere
let me check one more time
I think, on the left you have $\ln(x)- \frac{y}{x}$, not $\frac{\ln(x)-y}{x}$
tatpoj
it seems like you inadvertantly switched betwee these two
Where’s the mistake?
wait one sec, I think you're right
yeah my bad, you got it
No worries, I’m working on other stuff too
Perfect!
Just one last thing, if you don’t mind
I have no idea where to start
Is y = x^x^(…)?
This wouldn’t make sense though
It would give me
x^x^(…) = x^x^x^(…)
isn't this true?
An infinite amount of x's is still infinite whether u remove one or not
So it is infinite
it may converget to something finite. let's find out
do you agree that this is true?
Yup
then you can use logarithmic differentiation from here
you don't have to worry about anything infinite
@alpine sable Has your question been resolved?
I’m too zoned out to finish this right now
I’ll come back to it tomorrow
Thanks for your help
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I am so confused, pease help
do you know what is "limit method"?
very good
so you can first do that and see what you got
show please
oh ok lemme check
tyty
i was checking the numerator right now and i think it's wrong already
oops
do you have steps?
ohh thats what the command is, i thoguht it was .flip
ohhh
.
you didn't calculate the 2nd part of the numerator
and the first part of yhe numerator it's +6hx instead of +3hx
is it okay if you send you work? i am a visual person 😅
ohhh
ive been factoring for 5 hours straight aaaaaaaa my brain is not working
(3x+3h-1)(2x+2)-(3x-1)(2x+2h+2)
6x²+6x+6xh+6h-2x-2-6x²-6xh-6+2x+2h+2
6x+8h-6
4(x+h+1)(x+1)
4(x²+hx+2x+h+1)
you night (not sure) need to do something more to simplify it in order to get rid of the h at the denominator
true
btw, keep the denominator without factorizing is better
yeah
wait but if i do get the euation, how do i find the tangent line?
do i need to find the derividanct of f(x)?
then plug in 3 to find y
and finally do the euqation
since you already found the derivative, you just plug x=3 to find the
- point on the curve at x=3
- slope of the tangent at x=3
ah okay tyty
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how do i start?
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help
So for the LHS the circle theorem you need is that "opposite angles in a cyclic quadliteral add to 180"
Forget the little quad, that's not the quad we mean, we mean the bigger one, what's the opposite angle to 110?
ya
So you can get y
so y is 180?
No, y + 110 = 180
and what do i do with the 180?
Well this is an equation, you should be able to solve it to find what y is
Yes
Yes
and i need to get x now
You need another circle theorem
how
No
It's not a division first off, and second you used the wrong angle
You want to work out the O bit first then you can do 360-that for X
360 - 110?
i am stuck at all of that question
can you helpme
Jesus fucking Christ no
sorry
I'm sorry I hope you're trolling
The second is exactly the same logic as the first
I've already laid out all the steps
ok
ok im gonna try do it 1 by 1
@alpine sable x is 220?
hey
hey
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i have a problem regarding distribution i never encountered before:
$12x - \frac{x+4}{x-4}$
marty
$\frac{12x^2-48x}{x-4}-\frac{x+4}{x-4}$
marty
i represented 12x as a fraction with the common denominator
and the right term had a negative sign in front of it
when I now want to compose this fraction together as a single fraction, do i distribute the negative sign over (x+4) to become (x-4) ?
as in, A or B ? :
(-1)(x+4)
okay, so i distribute
uh
you put brackets
which then can be distributed
youre technically writing this with fractions
the brackets are implied with the notation
aha, right, this makes sense
so because we're dealing with fractions we're dealing with brackets, and then naturally we distribute
i was assuming this but i don't think i ever came across this at least consciously
still somewhat new to thinking naturally about distribution 🙂 thank you anyhow. Then I assume the answer would be
$\frac{12x^2-48x-x-4}{x-4}$
marty
after distribution (obv didn't simplify x)
yes, but dont skip the middle step
when doing workign
,,\frac A C - \frac B C = \frac{A - B}C
as in, id write this always because skipping it often leads to mistakes
so basically to write out the brackets before distributing ?
at least in this case where i want to distribute
before this, i would write
yes okay, i see
i would also do so but with the stuff im currently doing i try to minimize space used on my sheet
so i try to do distribution in my head also for my own practice and to consciously apply it
yeah well, mental arithmetic is actually generally bad practice
that ppl highschool ppl pick up
mental algebra - as opposed to writing all your steps out
yeah i get ur point, i would skip stuff that made mistakes a lot, perfect example for me was simplifying fractions and not really knowing why it worked, then i started explicitly writing like *4 next to nom. and denom. and it has helped a lot
👍
i don't write down the bracket expansion because it's a step i'm very conscious about rn (even having me ask this question here) but i try to be explicit about everything i can
thank you for your advice i really appreciate it
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hello I need help here how can I get the mass cuz I don't understand anything from the professor and first time to take chem
V = 27 000 cm^3 right?
yup
And density is 0.0025 kg/cm^3
yup
that would mean that every cm^3 would be 0.0025 kg in mass
so what would 27.000 cm^3 be in kg?
27000(0.0025)?
67.5 so thats the mass?
,calc 27000*0.0025
Result:
67.5
so thats the answer or theres more process?
that should be it
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Here are the three equations to use:
Mass = Density x Volume.
Density = Mass ÷ Volume.
Volume = Mass ÷ Density.
@pseudo schooner
✅
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✅
my classmate sent me her answer but I dont understand
how did she get that mass?
,rccw
quite messy handwriting she's got
but she could only have gotten the mass as volume * density
but its 7.5×10^-2 if converted in scientific notation
you cannot drop the units
what
ok, let's walk through the calculation step by step
volume = (30 cm)^3 = 27,000 cm^3 = 2.7 * 10^4 cm^3
agree or disagree
aggree
agree
mass = volume * density
=> mass = (2.7 * 10^4 cm^3) * (2.8 g/cm^3)
=> mass = 7.56 * 10^4 g
agree or disagree?
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HIII
,rccw
I know we have to factor the top
ok
,tex $\frac{x^2+2x+4x+8}{x-2} <= 0$
ok
ahaan
If u factor it I get a non similar factor than the denominator