3. Consider the family of linear equations of the form shown below, where z is a (3x+2)= zx A. Solve the equation when z = 1. B. Find a value for z such that the equation has no solution. Explain how you km equalion has no solution for the value of z you specified. C. Using whal you know about constants and coefficients, explain why there is n that will force the equation to have infinitely many solutions.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter5: Solving Systems Of Linear Equations
Section5.4: Solving Special Systems Of Linear Equations
Problem 31E
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I would love your help on this thank you so much. 63
Session 3-Mathematics (Calculator)
63. Consider the family of linear equations of the form shown below, where z is a rational number.
+ 2) = zx
A. Solve the equation when z = 1.
B. Find a value for z such that the equation has no solution. Explain how you know the
equalion has no solution for the value of z you specified.
C. Using whal you know about constants and coefficients, explain why there is no value of z
that will force the equation to have infinitely many solutions.
Page 42
GO ON TO THE NEXT PAGE >
Mathematics Grade 8
Transcribed Image Text:Session 3-Mathematics (Calculator) 63. Consider the family of linear equations of the form shown below, where z is a rational number. + 2) = zx A. Solve the equation when z = 1. B. Find a value for z such that the equation has no solution. Explain how you know the equalion has no solution for the value of z you specified. C. Using whal you know about constants and coefficients, explain why there is no value of z that will force the equation to have infinitely many solutions. Page 42 GO ON TO THE NEXT PAGE > Mathematics Grade 8
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