Is this right? Q: Solve 13+s/p=2 for p A: p(13)=2(13)+2=28? What is s? Ill say 2. 28/13≈2.15
nope
Which part isnt right?
Goddammit this is just hopeless..
hi Inopeki do not despair! practice practice...
what made you feel like putting a 13 there? we were supposed to get a function like before
And didnt i?
you can't start plotting points like that until we've solved it for one of the variables. The answer to the question I was looking for should have 2 variables.
13+s/p=2 what do you get multiplying both sides by p? do nothing else but that.
I can go check
no, I was wrong, nevermind
13+s/p=2 for p 11+s/p=0 11=-s/p p=-s/11
See? This guy knows it. Why cant i?
Whatever. give me a new one
You can with Time Inopeki
well, there's one way. btw Rhauckus I made up this problem for Inopeki to teach him how to solve for a variable @Inopeki, he has many years doing this, you need to practice basics. It will be like that for a while.
Well that sucks.. Still, if i really need to learn this i guess i will. Give me a new example so i can practise please
a new one? solve\[A=2\pi r h\] for A, r, and h I need to get you to stop thinking in numbers.
that's three problems, by the way.
is \[\pi\] 3.14 here or is it a variable?
no, it's about 3.14159..., that's why I didn't make it something to solve for. but don't think of it as a number, leave it as pi. The number does not matter.
A=2(pi)rh
Ok, so the answer should not be a number?
not at all
Interesting..
it should be a function like r=5t+4 it has some numbers, but not all.
One question. If i, in the answer have to give you As "definition", how can that not be a number?
The formula I gave you is for the surface area of the side of a cylinder. The surface area of any particular cylinder depends on its radius and length. So the formula covers all possible cylinders, but only for some particular cylinders will you get a certain value for the surface area. It is a function, this time of both r and h.
if I tell you the radius and height of our particular cylinder, only then can you get a number.
I just studied that in school! I thought we were talking algebra here..
@Turning you train guys well I will need your help for multivariable calculus, Laplace and stuff I will let you know then :D Great job is all I can say :D
Solving for a variable is algebra. They are all connected as you will learn. Thanks Akshay!
But that still doesnt answer my question, how should i define A?
in this case, A is already defined by\[A=2\pi rh\]that is basically the definition of the surface area of the side of a circular cylinder. No more definition is needed. I wanted you to catch that the first problem, solve for A, is already done for you: we already have A=(something) so it IS solved for A. So now solve it for r, if you can. what can we divide by to get r by itself?
We can divide h with A, right?
No.. that cant be it.
when you say 'divide h with A' I'm not sure what you mean. Do you mean divide both sides by A or divide both sides by h ??? One is okay, one is not. You know that division is the inverse of multiplication. So ask yourself 'what is r being multiplied by?' and divide by that. Well, what is r being multiplied by?
The height.
is that all?
Actually no
what else?
pi^2
right?
where did you see a squared term?
I have no idea.. i realize thats wrong now cause that is for getting the volume of a cylinder..
And that concludes that i am an utter and complete retard
it's okay. so again, what, in all, is r being multiplied by?
c'mon, being hard on yourself never helped anything.
2 and then pi
and...?
height?
wait!
right, it's being multiplied by 2(pi)h so that is what we need to divide by no don;t take it back!
if you divide both sides by h, and both sides by pi you should isolate it so you have 2r, right?
true!
Yeah.. pretty much what you said
But that doesnt mathematically give us anything..
Then you just divide both sides by 2 and get r
sure it does, it gives us the answer not all answers in math are numbers, in fact I hate using numbers if I can help it. about your last post, yes, so what do we get for r=?
What do you mean?
what is on the other side of the equation when we solve for r?
what did we divide both sides by?
2(åi)h?
(pi)*
right. so what will A be divided by?
well we get r on both sides right?
2(pi)h
no, just one and all alone, that's what it means to solve for r again, yes to your last post so write out r=...?
1
where did you get 1 ?
Nevermind, my mind is messing up my mind, if you know what i mean
If you are tired then take a break here is the answer, watch is closely: \[A=2\pi rh\]divide both sides by\[2\pi h\]giving\[r=\frac{A}{2\pi h}\]If you want to keep going then try just something simpler with NO numbers:\[ab=c\]solve for a
Maybe i should catch some sleep, its 4:50 am here..
that is a very good idea then. sleep on it and try it in the morning. I can't tell you how many problems I've solved just by sleeping on them. Don't worry, step-by-step. You will get there I know. Goodnight!
Good night, thank you for all the help!
anytime :)
A=2πrh divide both sides by 2πh giving r=A2πh If you want to keep going then try just something simpler with NO numbers: ab=c solve for a When you say "solve for a", do you mean i should isolate it? I guess we would divide both sides by b and then c.
Actually, just b.
I would then get a/b=c/b Simplified, a=c/b
^^^correct! now get some sleep dude! the mind needs to be fresh.
I did sleep, that answer was today.
lol I thought you stayed up all night. Told you sleeping on it would help. now solve ab=c for b
Thats easy, both sides divided by a, you get b/a=c/a Simplify: b=c/a
no!
yes^^
actually, yes
that's what I wanted to hear since it's so easy A=2πrh for r
Divide both sides with 2(pi)h, you get A/2(pi)h=2(pi)rh/2(pi)h Simplified: A/2(pi)h=r
awesome! I know you got it but you should write it as A/(2π)h=r parentheses make it clear what is on the bottom.
Yes! Oh ok.
sorry, meant A/(2πh)=r
anyway, slightly different one: solve 5t=t/2+s for s, then for t
So the whole bottom part in parenthesis?
that's two problems^^^
Multiply both sides by 2+s, right?
right, because everything in parentheses is on the bottom if you wrote 1/2x I don't know whether you mean\[\frac{1}{2x}\]or\[\frac{1}{2}x\]so parentheses are nice to clear things up think you can do the other? solve \[5t=\frac{t}{2}+s\] for s a good first step is to subtract t/2 from both sides. Then s will be isolated, right?
Oh, i thought you meant t/(2+s)
I would have used parentheses if I meant that. if I had meant that then you would have been right, so you'll get one like that soon. but for now solve it as it is for s
Right, so now i have 5t-t/2=s, am i right?
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