17. Harry, Isabel, Jesse, and Kim each solved the equation , and reached the different conclusions shown below: Vy+16 1. Harry believes the equation has no solution. 2. Isabel believes the equation has two solutions. 3. Jesse believes the equation has exactly one solution and it is positive. 4. Kim believes the equation has exactly one solution and it is negative. Who is correct and why? A. Harry is correct because the left side of the equation can never be negative. B. Jesse is correct because y = -12 is an extraneous solution and y = 20 is the solution of the equation. C. Isabel is correct because y = -12 and y = 20 are the solutions of the equation. D. Kim is correct because y = 20 is an extraneous solution and y = -12 is the solution of the equation.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Question 17 

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17. Harry, Isabel, Jesse, and Kim each solved the equation
and reached the different conclusions shown below:
y+16
y+4
1. Harry believes the equation has no solution.
2. Isabel believes the equation has two solutions.
3. Jesse believes the equation has exactly one solution and it is positīve.
4. Kim believes the equation has exactly one solution and it is negative.
Who is correct and why?
A. Harry is correct because the left side of the equation can never be negative.
B. Jesse is correct because y = -12 is an extraneous solution and y = 20 is the solution of the equation.
C. Isabel is correct because y = -12 and y = 20 are the solutions of the equation.
D. Kim is correct because y = 20 is an extraneous solution and y = -12 is the solution of the equation.
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Transcribed Image Text:Text-to-Speech 4 17. Harry, Isabel, Jesse, and Kim each solved the equation and reached the different conclusions shown below: y+16 y+4 1. Harry believes the equation has no solution. 2. Isabel believes the equation has two solutions. 3. Jesse believes the equation has exactly one solution and it is positīve. 4. Kim believes the equation has exactly one solution and it is negative. Who is correct and why? A. Harry is correct because the left side of the equation can never be negative. B. Jesse is correct because y = -12 is an extraneous solution and y = 20 is the solution of the equation. C. Isabel is correct because y = -12 and y = 20 are the solutions of the equation. D. Kim is correct because y = 20 is an extraneous solution and y = -12 is the solution of the equation. Powered by Linklt! MVI 1333.MP4 hing
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