kawaiipotato
Well-Known Member
- Joined
- Apr 28, 2015
- Messages
- 463
- Gender
- Undisclosed
- HSC
- 2015
tan(pi/2) is undefined since tanx = sinx/cosx and cosx = 0 when x = pi/2.there was an answer. Could you please graph it for me David?
tan(pi/2) is undefined since tanx = sinx/cosx and cosx = 0 when x = pi/2.there was an answer. Could you please graph it for me David?
I checked the answer, and you could graph it (I don't know how to insert graphs here)tan(pi/2) is undefined since tanx = sinx/cosx and cosx = 0 when x = pi/2.
What are you graphing again?I checked the answer, and you could graph it (I don't know how to insert graphs here)
@LeehuanSo currently I have a mind blank right now. Need help with this question:
Find the inverse function of the following. Also state the domain and range of the inverse function:
Y= (x-2)/(x+2)
Also
sketch on one graph y=f(x)and y=f^(-1) (x):Make sure the diagrams are to scale
1.f(x)=-x^2,x≥0
2.f(x)=tan(π/2),-π≤x≤π
Is that supposed to be f(x)=tan(πx/2) ? Or just tan(x/2)?@Leehuan
This was the original question
When I meant blah blah blah I meant I meant that -pi and when I mean 'blah blah blah" I meant you get the rest of it right?There's that attitude again. Don't get people to help you only to then use harsh language and curse words later
The graph of y=f(x) i.e. y=tan(x/2) is simply one branch of the tan curve with period 2pi.
On this domain, since f(x) is one-to-one it is indeed invertible. To find the inverse:
Consider x=tan(y/2)
Then arctan(x)=y/2 so y=2 arctan(x)
where arctan is just inverse tan if you have not seen it before. I.e. tan-1(x)
This is a dilated version of the regular inverse tangent curve: the asymptotes are now at pi and -pi, instead of pi/2 and -pi/2
View attachment 33257
Not the blah blah blah. The unnecessary "no shit" when I just wanted confirmation on a potential correction.When I meant blah blah blah I meant I meant that -pi and when I mean 'blah blah blah" I meant you get the rest of it right?
I meant that to myself, I was supposed to be like no...shit...b/c I got it wrong not "no shit". I think I'm rushing into things too quicklyNot the blah blah blah. The unnecessary "no shit" when I just wanted confirmation on a potential correction.
I would say no shit leehuan (or rather my real name obviously) otherwise it can easily be interpreted wronglyLeehuan, whenever you make mistakes, do you usually say "no...shit" b/c that's what I was trying to say there. I think it's b/c I didn't space it out
Do you get why I even said that leehuan?I would say no shit leehuan (or rather my real name obviously) otherwise it can easily be interpreted wrongly
I get what you mean but I didn't space it out and used it in the wrong centext. Do you get what I mean rathin?No shit was used in wrong context...
Its used more in OTHERS mistakes or obvious mistakes not your mistake...If you made a mistake you cant write 'no shit' its not obvious
Examples when you use 'no shit'
Is the sky blue?
"no shit"
Does earth have gravity?
"no shit"
etc..
Cheers buddy