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k Suppose that the force (in Ibs) of attraction between two objects is given by F = –, where x is x4 the distance (in ft) between the objects and k is a constant. If two objects are currently 1 ft apart, find the work W required to separate them until they are 2 ft apart. a Give your answer in the form W k where a and b are positive integers and the fraction is fully reduced. a = (Enter an integer) (Enter an integer)

k Suppose that the force (in Ibs) of attraction between two objects is given by F = –, where x is x4 the distance (in ft) between the objects and k is a constant. If two objects are currently 1 ft apart, find the work W required to separate them until they are 2 ft apart. a Give your answer in the form W k where a and b are positive integers and the fraction is fully reduced. a = (Enter an integer) (Enter an integer)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 68E
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k where x is x4 Suppose that the force (in Ibs) of attraction between two objects is given byF: the distance (in ft) between the objects and k is a constant. If two objects are currently 1 ft apart, find the work W required to separate them until they are 2 ft apart. Give your answer in the form W = –k where a and b are positive integers and the fraction is fully reduced. a = (Enter an integer) b = (Enter an integer)
Transcribed Image Text:k where x is x4 Suppose that the force (in Ibs) of attraction between two objects is given byF: the distance (in ft) between the objects and k is a constant. If two objects are currently 1 ft apart, find the work W required to separate them until they are 2 ft apart. Give your answer in the form W = –k where a and b are positive integers and the fraction is fully reduced. a = (Enter an integer) b = (Enter an integer)
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