Evaluate Limit [tan(x+$/4)-2$(x+1)+sqrt(2)] as -> 0

[Jade]

limit goes to 0

[tan(x+$/4)-2$(x+1)+sqrt(2)]

Would this evaluate to tan$/4-2$+sqrt(2)

 

[devan]

i don't get what the dollar signs are

 

[galactus]

I was wonderin' about that also. I know some here can appear as all-knowing and all-seeing, but not mind-readers. :wink:

Is this your limit problem:

\(\displaystyle \L\\\lim_{x\to\0}[tan(x+\frac{\theta}{4})+2{\theta}(x+1)+\sqrt{2}]\)

 

[Jade]

Your good

that is the limit except my dollar sign is actually pi - I do not have a symbol for pi on my computer so I used the dollar sign

 

[galactus]

In that event, your assessment is correct. Please, though, from now on, let us know what you mean. There's no way anyone could've known what you meant for sure unless you elaborate.

 

[Jade]

Sorry

I will be sure to be more clear in the future