Limit problem: lim x--> 0 (h^2 + 15)^(1/2) - (h + 15)^(1/2) divided by (h+3)^1/2 - 2

lavaswordman

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Limit problem: lim x--> 0 (h^2 + 15)^(1/2) - (h + 15)^(1/2) divided by (h+3)^1/2 - 2

How can you determine the following limit using rationalization? lim x--> 0 (h^2 + 15)^(1/2) - (h + 15)^(1/2) divided by (h+3)^1/2 - 2. I attempted to multiply by the conjugate and cannot get the problem to work out
 
How can you determine the following limit using rationalization? lim x--> 0 (h^2 + 15)^(1/2) - (h + 15)^(1/2) divided by (h+3)^1/2 - 2. I attempted to multiply by the conjugate and cannot get the problem to work out

You do not have any x in the given expression.
 
I'm assuming that the x was a typo and you meant h. If that's the case, what happens if you simply plug in 0 for h? You only need to worry about multiplying by the conjugate if you get an indeterminate form.
 
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