Show all complete solutions based from the second pic. Please if it is hand write please make sure it is understandable, thank you:)) (choose G4) Problem 2: A piece of string whose length is given below is cut into two pieces. One piece is used toform an equilateral triangle and the other to form a circle. What should be the perimeter of theequilateral triangle and the circumference of the circle so that the sum of the areas is a minimum?Find the minimum sum of the areas. Express your answer in terms of n. ||Group 1- The length of string is 48 cm.Group 2- The length of string is 36 cm.Group 3- The length of string is 54 cm.Group 4-The length of string is 32 cm.Group 5- The length of string is 60 cm.Group 6- The length of string is 52 cm.Group 7- The length of string is 42 cm.Group 8- The length of string is 64 cm. Problem 2(Putthe problem here and include the length of the string by referring to the table above.)Representation, Illustration, Quantity to be Maximized or MinimizedRepresentation:IllustrationQuantity to be MinimizedSetting up of Function, Differentiation, Critical Numbers, Maximum/Minimum ValueFunction:Computation of DerivativeComputation of Critical NumbersComputation of Minimum ValueChecking using Second Derivative TestAnswer in Complete Sentence

We will do second derivative test to find minimum area.

Problem 2: A piece of string whose length is given below is cut into two pieces. One piece is used to form an equilateral triangle and the other to form a circle. What should be the perimeter of the equilateral triangle and the circumference of the circle so that the sum of the areas is a minimum? Find the minimum sum of the areas. Express your answer in terms of n. || Group 1- The length of string is 48 cm. Group 2- The length of string is 36 cm. Group 5-The length of string is 60 cm. Group 6- The length of string is 52 cm.

Problem 2: A piece of string whose length is given below is cut into two pieces. One piece is used to form an equilateral triangle and the other to form a circle. What should be the perimeter of the equilateral triangle and the circumference of the circle so that the sum of the areas is a minimum? Find the minimum sum of the areas. Express your answer in terms of n. || Group 1- The length of string is 48 cm. Group 2- The length of string is 36 cm. Group 5-The length of string is 60 cm. Group 6- The length of string is 52 cm.

Intermediate Algebra

10th Edition

ISBN:9781285195728

Author:Jerome E. Kaufmann, Karen L. Schwitters

Publisher:Jerome E. Kaufmann, Karen L. Schwitters

Chapter7: Equations And Inequalities In Two Variables

Section7.1: Rectangular Coordinate System And Linear Equations

Problem 60PS

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