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Apr
14
accepted Let $f(x,y)$ be a function of two variables such that $\displaystyle\lim_{(x,y)\to(0,0)}=5$. Which is true?
Apr
6
awarded  Notable Question
Mar
23
comment $r(t)$ and $s(t)$ describe the motions of $R$ and $S$ traveling in the same direction along the same curve. $r(0)=s(0)$ Which is true?
Excellent thanks for your time.
Mar
23
accepted $r(t)$ and $s(t)$ describe the motions of $R$ and $S$ traveling in the same direction along the same curve. $r(0)=s(0)$ Which is true?
Mar
13
awarded  Popular Question
Mar
7
awarded  Tumbleweed
Mar
5
awarded  Nice Question
Mar
3
awarded  Promoter
Feb
28
comment The plane $ax+by+cz=1$ contains the line $L_2$ and perpendicular to $n$. Determine $a,b,c$.
Sorry for all the trouble stack :)#
Feb
28
accepted The plane $ax+by+cz=1$ contains the line $L_2$ and perpendicular to $n$. Determine $a,b,c$.
Feb
28
comment The plane $ax+by+cz=1$ contains the line $L_2$ and perpendicular to $n$. Determine $a,b,c$.
My I definitely am too blind to see the typo... Thanks!
Feb
28
revised Is there a step by step checklist to check if a multivariable limit exists and find its value?
edited tags
Feb
28
comment Let $f(x,y)$ be a function of two variables such that $\displaystyle\lim_{(x,y)\to(0,0)}=5$. Which is true?
Can someone list an answer instead of commenting? XD. I want to give the rep and close this haha.
Feb
28
comment Deal 4 cards from a deck. What is the probability that we get one card from each suit?
1731 views..? Wow...
Feb
28
revised Is there a step by step checklist to check if a multivariable limit exists and find its value?
added 145 characters in body
Feb
28
revised The plane $ax+by+cz=1$ contains the line $L_2$ and perpendicular to $n$. Determine $a,b,c$.
edited title
Feb
28
comment The plane $ax+by+cz=1$ contains the line $L_2$ and perpendicular to $n$. Determine $a,b,c$.
Sorry don, n is the normal to the plane and the two lines.
Feb
28
asked Is there a step by step checklist to check if a multivariable limit exists and find its value?
Feb
28
comment Let $f(x,y)$ be a function of two variables such that $\displaystyle\lim_{(x,y)\to(0,0)}=5$. Which is true?
Ok nvm I think I understand perfectly now thanks a lot music and ricky.
Feb
28
reviewed Approve suggested edit on Let $f(x,y)$ be a function of two variables such that $\displaystyle\lim_{(x,y)\to(0,0)}=5$. Which is true?