Question

A graphing calculator is recommended. For a certain type of tree the diameter $D$ (in feet) depends on the tree's age $t$ (in years) according to the logistic growth model $$D(t) = frac{5.4}{1 + 2.9e^{-0.01t}}$$ Find the diameter of a 28-year-old tree. (Round your answer to three decimal places.) ft

          A graphing calculator is recommended.
For a certain type of tree the diameter $D$ (in feet) depends on the tree's age $t$ (in years) according to the logistic growth model
$$D(t) = frac{5.4}{1 + 2.9e^{-0.01t}}$$
Find the diameter of a 28-year-old tree. (Round your answer to three decimal places.)
ft

$A graphing calculator is recommended. For a certain type of tree the diameter D (in feet) depends on the tree's age t (in years) according to the logistic growth model D(t) = frac5.41 + 2.9e^-0.01t Find the diameter of a 28-year-old tree. (Round your answer to three decimal places.) ft$

Added by Belinda M.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert James Kiss

10/11/2022

Step 1

90 * log(t): D(28) = 1 + 2.90 * log(28) ** Show more…

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Graphing calculator recommended. For a certain type of tree, the diameter (in feet) depends on the tree's age (in years) according to the logistic growth model D(t) = 5.4 / (1 + 2.9e^(-0.01t)). Find the diameter of a 28-year-old tree. (Round your answer to three decimal places.)