Evaluate the function to answer the question.Botanists have determined that some species of weed grow in a circular pattern. For one such species, the area A, in square meters, can be approximated by A(t) = 0.006nt^2, where t is the time in days after the growth of the weed first can be observed. Find the area (in square meters) this weed will cover 100 days after the growth is first observed. Round to the nearest square meter.? m^2 Evaluate the function to answer the question.Botanists have determined that some species of weed grow in a circular pattern. For one such species, the area A, in squaredays after the growth of the weed first can be observed. Find the area (in square meters) this weed will cover 100 days after the growthmeters,canm²= 0.006zt²,to the nearestbe approximatedby A(t)is first observed. Roundwhere tsquare meter.is the time in

Given that the expression is A(t)=0.006πt2, where t is the time in days after…

Evaluate the function to answer the question. Botanists have determined that some species of weed grow in a circular pattern. For one such species, the area A, in square days after the growth of the weed first can be observed. Find the area (in square meters) this weed will cover 100 days after the growth meters, m² can be approximated by A(t) = 0.006zt², is first observed. Round to the nearest where t is the time in meter. square

Evaluate the function to answer the question. Botanists have determined that some species of weed grow in a circular pattern. For one such species, the area A, in square days after the growth of the weed first can be observed. Find the area (in square meters) this weed will cover 100 days after the growth meters, m² can be approximated by A(t) = 0.006zt², is first observed. Round to the nearest where t is the time in meter. square

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.3: Zeros Of Polynomials

Problem 67E

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