MHB How Do You Calculate the Limit of M*exp(D*exp(c*t)) as t Approaches Infinity?

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Please could someone assist me with this question

Compute the limit of

lim t→∞ p(t)

where p(t) = M*exp(D*exp(c*t))
 
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Charlotte, could you please use LaTeX for your problem? Here's how:

Code:
\( p(t) = M \cdot \exp (D \cdot \exp (c \cdot t) ) \)

yields \( p(t) = M \cdot \exp (D \cdot \exp (c \cdot t) ) \). Also, what is D and what is c? Are they constants, if yes, do you have additional information about them? Can you post the problem in full?
 
I posted this question on math-stackexchange but apparently I asked something stupid and I was downvoted. I still don't have an answer to my question so I hope someone in here can help me or at least explain me why I am asking something stupid. I started studying Complex Analysis and came upon the following theorem which is a direct consequence of the Cauchy-Goursat theorem: Let ##f:D\to\mathbb{C}## be an anlytic function over a simply connected region ##D##. If ##a## and ##z## are part of...
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