#HELP!!!!!!!DETERMINE WHEN THE IRRATIONAL FUNCTION IS DEFINED
123 messages · Page 1 of 1 (latest)
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...so... do that.
You're not helping me, I said help
Oh, you're rude and lazy. Okay, bye.
Stop being rude and lazy.
It sounds like you need a break.
Of course it's wrong, you did a bunch of random nonsense.
This is very simple.
You're so condescending
When is sqrt(x) a real number?
When its > or equal to 0
...no, negative numbers are also real numbers.
Yes but I can't do that under the square thingy
You need. To be. Precise.
What you said is that sqrt(x) is real when sqrt(x) >= 0.
Except if sqrt(x) < 0 it would still be real.
The answer to the question I asked is that sqrt(x) is a real number when x is nonnegative, i.e. x >= 0.
Therefore, when is sqrt(-x^2 - 3 sqrt(2)) a real number?
No it's not.
If can't be in R because x² is a negative number
@small swallow This is what you said.
Stop saying "it".
You're very childish right now
You are no longer allowed to use the word "it".
Rude and lazy.
I accidentally wrote if I didn't even right it
Girl
You should look at yourself
Cause you're not helping me
Now do me the 2 exercise
I'm trying to help you, but you're too rude and lazy.
What does this even mean?
...yes, that's the part I understood.
I don't understand the second exercise
Clearly.
How do I resolve it
...
By paying attention and answering the questions I ask.
Ok fo what you have to do
And not insulting me.
Ok I can do that
Can you? You've consistently failed at both tasks so far.
I'm sorry
I don't believe you are but I don't care enough to prosecute it.
So when is sqrt(x) a real number?
YOU TOLD ME IT WAS WRONG
No. No I didn't.
And you're saying "it" again.
Techie Literate is clearly illiterate.
we know that the square root of a function where x is a an element of all real numbers is always greater than or equal to 0
so set f(x) greater than or equal to 0 and isolate for x to find the interval
$\sqrt{-x^2-3\sqrt{2}}\ge 0$
SpiralShape21
for 258
That's not the problem, though.
Wait I thought it was asking when the function is defined. Aren't we just finding the domain?
...yes. Which is... exactly why you're on the wrong track.
What's the right track?
The one I tried to start OP down five times, the one I'd be done with by now if they listened to me.
Maybe I'm missing something, but I don't understand what's wrong with my solution.
Cuz you end up with $x^2 \le -3\sqrt{2}$
SpiralShape21
So there are no x values that satisfy the conditions
At least no real values
So there's no real domain, which is the answer
No you don't.
You guys are all useless, I had that EXACT same exercise and I wasn't able to answer it
Be ashamed
Techie literate more like TECHIE ILLITTERATE
Sorry. What about the question are you having trouble understanding?
Okay. @small swallow , not the nicest way to deal with a helper. If they’ve tried something again and again, and it doesn’t work out for you, it’s likely that they’re more upset than you are. @stoic sigil, I know you’re upset and are trying to prove a point, and I understand where you’re coming from, but the same sort of mutual respect applies here as it does to the helpee. Being condescending just snowballs the entire conversation and leads it off track from what it should be. Both of you, in the future, please be kinder.
Also, whoever tries to instigate or make the argument worse, you’re going to get punishment. All you’re doing to the conversation is fueling the fire, nothing more. Take this as a verbal warning as well. And if you feel there is an issue, feel free to ping helper moderators.
This helpee has been consistently disrespectful from literally the first message, and I gave them several chances not to be.
You were both consistently disrespectful off the bat
@small swallow Do you still require help?
Other than mental help and comfort from the traumatising experience I still want to know how to do the 2nd exercise
No jokes but you guys are so kind helping others 😞♥️ ily all especially you Teckie, I hope we can be friends if you are willing to forgive me 💖
this is so weird lmao
u have to find when x is positive, because there arent square roots for negative numbers
so, you have to solve the inequality $$x^2-5 \sqrt 2 x +12>0$$
roi
it solves like a normal quadratic, except for the final step
try solving it and lmk if you have any questions
= not just >
Being rude by wanted help not to be told to 'just solve it'
In general, you just want to follow what Techie said earlier. Namely, first find when the argument of the (irrational) function allows for real outputs, then configure the argument in such a way that this is possible.
The argument (what I am referencing to) is g(x) in f(g(x)), where f is the function we are analyzing.
No he wasn't, he was trying to teach you to be more rigorous in your ways of thinking, which was quite sloppy. If you want to excel in math, that's the mode of thinking you should be in, but it feels more like you're just looking to pass your exam or homework and get it over with.
I personally thought Technie was okay to be honest. He was just trying to help them think for themselves instead of spoon-feeding the answer to them (which is how real learning occurs IMO).
this is es
@small swallow
Hello tekz0053, this is a friendly reminder that your help request has been inactive for more than 24 hours. If you no longer need assistance, please consider closing the thread using the +close command. This thread will be automatically closed in 3 days if it remains inactive.