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A prize will be awarded to the tribe that can gather the greatest amount of fish. 1. Each tribe sets out on opposite sides of the island. The number of fish that each tribe gathered can be modeled by the quadratic equations below. Where N(d) is the number of fish caught and d is the distance from shore in Km. Pythagoreans: Sumarians: N(d)-d²+16d -28 N(d) -d²+16d -15 a) What distance from shore will each tribe catch the maximum amount of fish? (Hint: change to factored form) Pythagoreans distance from shore to catch maximum amount of fish: Sumarians distance from shore to catch maximum amount of fish: b) Which tribe will catch the most fish and win this challenge? The tribe that caught the most fish and won was: Pythagoreans / Sumarians (circle one) 4

A prize will be awarded to the tribe that can gather the greatest amount of fish. 1. Each tribe sets out on opposite sides of the island. The number of fish that each tribe gathered can be modeled by the quadratic equations below. Where N(d) is the number of fish caught and d is the distance from shore in Km. Pythagoreans: Sumarians: N(d)-d²+16d -28 N(d) -d²+16d -15 a) What distance from shore will each tribe catch the maximum amount of fish? (Hint: change to factored form) Pythagoreans distance from shore to catch maximum amount of fish: Sumarians distance from shore to catch maximum amount of fish: b) Which tribe will catch the most fish and win this challenge? The tribe that caught the most fish and won was: Pythagoreans / Sumarians (circle one) 4

Elementary Algebra
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter10: Quadratic Equations
Section10.2: Solve Quadratic Equations By Completing The Square
Problem 10.38TI: Solve t210t=11 by completing the square.
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A prize will be awarded to the tribe that can gather the greatest amount of fish. 1. Each tribe sets out on opposite sides of the island. The number of fish that each tribe gathered can be modeled by the quadratic equations below. Where N(d) is the number of fish caught and d is the distance from shore in Km. Pythagoreans: Sumarians: N(d)-d²+16d -28 N(d) -d²+16d -15 a) What distance from shore will each tribe catch the maximum amount of fish? (Hint: change to factored form) Pythagoreans distance from shore to catch maximum amount of fish: Sumarians distance from shore to catch maximum amount of fish: b) Which tribe will catch the most fish and win this challenge? The tribe that caught the most fish and won was: Pythagoreans / Sumarians (circle one) 4
Transcribed Image Text:A prize will be awarded to the tribe that can gather the greatest amount of fish. 1. Each tribe sets out on opposite sides of the island. The number of fish that each tribe gathered can be modeled by the quadratic equations below. Where N(d) is the number of fish caught and d is the distance from shore in Km. Pythagoreans: Sumarians: N(d)-d²+16d -28 N(d) -d²+16d -15 a) What distance from shore will each tribe catch the maximum amount of fish? (Hint: change to factored form) Pythagoreans distance from shore to catch maximum amount of fish: Sumarians distance from shore to catch maximum amount of fish: b) Which tribe will catch the most fish and win this challenge? The tribe that caught the most fish and won was: Pythagoreans / Sumarians (circle one) 4
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