Question

Find the long run behavior of each of the following functions. (a) As $$x \longrightarrow \infty$$, $$6(0.4)^x \longrightarrow$$ (b) As $$t \longrightarrow -\infty$$, $$11(2.4)^t \longrightarrow$$ (c) As $$t \longrightarrow \infty$$, $$0.4(2 - (0.8)^t) \longrightarrow$$

Name: find the long run behavior of each of the following functions a as x longrightarrow infty 604x longrightarrow b as t longrightarrow infty 1124t longrightarrow c as t longrightarrow infty 042 45178
Uploaded: 2023-07-08T16:10:42-08:00
Duration: 1 min 34 s
Channel: Sri K
Description: find the long run behavior of each of the following functions a as x longrightarrow infty 604x longrightarrow b as t longrightarrow infty 1124t longrightarrow c as t longrightarrow infty 042 45178

          Find the long run behavior of each of the following functions.
(a) As $$x \longrightarrow \infty$$, $$6(0.4)^x \longrightarrow$$
(b) As $$t \longrightarrow -\infty$$, $$11(2.4)^t \longrightarrow$$
(c) As $$t \longrightarrow \infty$$, $$0.4(2 - (0.8)^t) \longrightarrow$$

find the long run behavior of each of the following functions a as x longrightarrow infty 604x longrightarrow b as t longrightarrow infty 1124t longrightarrow c as t longrightarrow infty 042 45178

Added by Antonia A.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sri K

07/08/2023

Step 1

For an exponential function of the form $$f(x) = a \cdot b^x$$: - If $$b > 1$$: - As $$x \longrightarrow \infty$$, $$b^x \longrightarrow \infty$$. - As $$x \longrightarrow -\infty$$, $$b^x \longrightarrow 0$$. - If $$0 < b < 1$$: - As $$x \longrightarrow Show more…

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Find the long run behavior of each of the following functions. (a) As $$x \longrightarrow \infty$$, $$6(0.4)^x \longrightarrow$$ (b) As $$t \longrightarrow -\infty$$, $$11(2.4)^t \longrightarrow$$ (c) As $$t \longrightarrow \infty$$, $$0.4(2 - (0.8)^t) \longrightarrow$$