thank you CPhill
i have hd this problem before but it was mainly for excesive or explicete use of the site
ex.
cussing...
ANYONE
thank you TMR this was helpfull(some) and the late timeing is not worriesome because i was just trying to get a better 'grip' on the postulate and therom
why was this question not answred or let alone blocked?
yes
1. You can right click on the image.
2. Click copy image address.
3. On the WebCalc page where you are posting your question
4. Click on the "Image" tab
5. Paste this URL into the URL box
6. Hit "OK" and your image should appear
Yes
here is a link
https://docs.google.com/drawings/
if you can describe the "created my self"
you are welcome
The function \(f(x)\) satisfies \(f(x)+f(x+2y)\ =\ 6x+6y-8\) or all real numbers \(x\) and \(y\) Find the value of \(x\) such that \(f(x)\ =\ 0\)
\(f(x)+f(x+2y)=6x+6y-8\)
\(f(x)+2y\ =\ 6x+6y-8\)
\(f(x)\ =\ 6x+6y-8+2y\)
\(f(x)\ =\ 6x+8y-8\)
\(f(x)\ =\ 8y-8\)
\(f(x)\ =\ 1\)
If im wrong I'm sorry I did this in my head in like three minutes.
