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Use the function f(r) given below to answer the questions that follow. f(r) = – 2(r+1)(r – 3) (r – 1) %3D a) What is the degree of f(r)? b) Fill in the blanks in the sentences below to describe the long-run behavior of the function f(r). As r + 00, f(r) → As r + - 00, f(r) → c) Identify all horizontal intercepts of this function. Give your answers in the box below as coordinate points (like (- 3, 1)). If there is more than one answer, separate each answer by a comma. d) Find the vertical intercept of this function. Give your answer in the box below as a coordinate point (like (- 3, 1)).

Use the function f(r) given below to answer the questions that follow. f(r) = – 2(r+1)(r – 3) (r – 1) %3D a) What is the degree of f(r)? b) Fill in the blanks in the sentences below to describe the long-run behavior of the function f(r). As r + 00, f(r) → As r + - 00, f(r) → c) Identify all horizontal intercepts of this function. Give your answers in the box below as coordinate points (like (- 3, 1)). If there is more than one answer, separate each answer by a comma. d) Find the vertical intercept of this function. Give your answer in the box below as a coordinate point (like (- 3, 1)).

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Use the function f(r) given below to answer the questions that follow. f(r) = – 2(r + 1)( - 3) (r – 1) a) What is the degree of f(r)? b) Fill in the blanks in the sentences below to describe the long-run behavior of the function f(r). As r → o, f(r) → As r - oo, f(r) → c) Identify all horizontal intercepts of this function. Give your answers in the box below as coordinate points (like (- 3, 1)). If there is more than one answer, separate each answer by a comma. d) Find the vertical intercept of this function. Give your answer in the box below as a coordinate point (like (- 3, 1).
Transcribed Image Text:Use the function f(r) given below to answer the questions that follow. f(r) = – 2(r + 1)( - 3) (r – 1) a) What is the degree of f(r)? b) Fill in the blanks in the sentences below to describe the long-run behavior of the function f(r). As r → o, f(r) → As r - oo, f(r) → c) Identify all horizontal intercepts of this function. Give your answers in the box below as coordinate points (like (- 3, 1)). If there is more than one answer, separate each answer by a comma. d) Find the vertical intercept of this function. Give your answer in the box below as a coordinate point (like (- 3, 1).
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The given function f(r)=-2r+1r-33(r-1)

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