Asked by Erica
What is the limit as t→∞ of L(t)?
L(t) = 34 - 32e^(-0.0719t)
Thank you so much!
L(t) = 34 - 32e^(-0.0719t)
Thank you so much!
Answers
Answered by
Steve
As t->∞ you have
L(t) = 34 - 32e<sup>-∞</sup>
= 34 - 32*0 = 34
L(t) = 34 - 32e<sup>-∞</sup>
= 34 - 32*0 = 34
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