PasserbyLance
New member
- Joined
- Jun 1, 2020
- Messages
- 2
This problem has been putting me in a lot of dead ends.
It goes as follows:
find the limit for (x,y)->(0,0), the function:
the problem requires you to use the squeeze theorem and absolute value theorem to find the limit without polar coordinate substitution.
i've tried different ways of framing the fraction but alas no hope, is anyone able to help?
this is what i did:
It goes as follows:
find the limit for (x,y)->(0,0), the function:
the problem requires you to use the squeeze theorem and absolute value theorem to find the limit without polar coordinate substitution.
i've tried different ways of framing the fraction but alas no hope, is anyone able to help?
this is what i did:
Last edited: