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Consider the system of linear equations. y =x- x + 12 Part A How many solutions does the system have? O no solution exactly one solution

Consider the system of linear equations. y =x- x + 12 Part A How many solutions does the system have? O no solution exactly one solution

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter6: Systems Of Linear Equations And Inequalities
Section6.3: Elimination Using Addition And Subtraction
Problem 31PPS
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How many solutions does the system have? And how can you tell?
Savvas EasyBridge S Savvas Realize G Which system of equations ha X A https://www.savvasrealize.com/community/classes/5f3c9b5a2f30c16a082ab495/assignments/2efb97b5f2924 90% Consider the system of linear equations. y = x + 12 y =x Part A How many solutions does the system have? no solution exactly one solution O exactly two solutions O infinitely many solutions Part B How can you tell? The slopes of the equations are the same so the lines will not intersect. The slopes of the equations are different so the lines will intersect at one point. The slopes of the equations are different so the lines will intersect twice. O The slopes of the equations are the same so the lines will both be the same line. Review progress Question 1 of 5 + Back Next > earch Microsof. T Mr. Byrd'. Savvas R. DELL F4 FS F6 E7 FB F9 F10
Transcribed Image Text:Savvas EasyBridge S Savvas Realize G Which system of equations ha X A https://www.savvasrealize.com/community/classes/5f3c9b5a2f30c16a082ab495/assignments/2efb97b5f2924 90% Consider the system of linear equations. y = x + 12 y =x Part A How many solutions does the system have? no solution exactly one solution O exactly two solutions O infinitely many solutions Part B How can you tell? The slopes of the equations are the same so the lines will not intersect. The slopes of the equations are different so the lines will intersect at one point. The slopes of the equations are different so the lines will intersect twice. O The slopes of the equations are the same so the lines will both be the same line. Review progress Question 1 of 5 + Back Next > earch Microsof. T Mr. Byrd'. Savvas R. DELL F4 FS F6 E7 FB F9 F10
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