Biologists have proposed a cubic polynomial to model the length L of rock bass at age A: L = 0.0155A³ - 0.372A²+ 3.95A + 1.21 where L is measured in inches and A in years. Calculate dL dA A = 14 dL dA A = 14 = (Round your answer to three decimal places.) in/yr Interpret your answer. A 14-year old rock fish grows at a rate of 51.519 in/yr. A 14-year old rock fish shrinks at a rate of 51.519 in/yr. O A 14-year old rock fish grows at a rate of 2.648 in/yr. A 14-year old rock fish shrinks at a rate of 2.648 in/yr. A 14-year old rock fish grows at a rate of 48.871 in/yr.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 66E
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Question 14 hw 1

Biologists have proposed a cubic polynomial to model the length L of rock bass at age A:
L = 0.0155A³ - 0.372A²+ 3.95A + 1.21
where L is measured in inches and A in years. Calculate
dL
dA A = 14
dL
dA
A = 14
=
(Round your answer to three decimal places.)
in/yr
Interpret your answer.
A 14-year old rock fish grows at a rate of 51.519 in/yr.
A 14-year old rock fish shrinks at a rate of 51.519 in/yr.
O A 14-year old rock fish grows at a rate of 2.648 in/yr.
A 14-year old rock fish shrinks at a rate of 2.648 in/yr.
A 14-year old rock fish grows at a rate of 48.871 in/yr.
Transcribed Image Text:Biologists have proposed a cubic polynomial to model the length L of rock bass at age A: L = 0.0155A³ - 0.372A²+ 3.95A + 1.21 where L is measured in inches and A in years. Calculate dL dA A = 14 dL dA A = 14 = (Round your answer to three decimal places.) in/yr Interpret your answer. A 14-year old rock fish grows at a rate of 51.519 in/yr. A 14-year old rock fish shrinks at a rate of 51.519 in/yr. O A 14-year old rock fish grows at a rate of 2.648 in/yr. A 14-year old rock fish shrinks at a rate of 2.648 in/yr. A 14-year old rock fish grows at a rate of 48.871 in/yr.
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