Hckyplayer8
Full Member
- Joined
- Jun 9, 2019
- Messages
- 269
One last one for tonight.
Compute the lim as x--> neg infinity of [sqrt(2x2+1)] / (x+4)
The x2 under the radical is negating the power, correct? So that means the variables are actually equivalent to one another sans one is being multiplied by the constant 2.
So after dividing the given by x I have sqrt[2 + (1/x)] / [1 + (4/x] thus far.
Is that correct?
Compute the lim as x--> neg infinity of [sqrt(2x2+1)] / (x+4)
The x2 under the radical is negating the power, correct? So that means the variables are actually equivalent to one another sans one is being multiplied by the constant 2.
So after dividing the given by x I have sqrt[2 + (1/x)] / [1 + (4/x] thus far.
Is that correct?