How many solutions does the system have? And how can you tell? Savvas EasyBridgeS Savvas RealizeG Which system of equations ha XA https://www.savvasrealize.com/community/classes/5f3c9b5a2f30c16a082ab495/assignments/2efb97b5f292490%Consider the system of linear equations.y = x + 12y =xPart AHow many solutions does the system have?no solutionexactly one solutionO exactly two solutionsO infinitely many solutionsPart BHow 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 progressQuestion 1of 5+ BackNext >earchMicrosof. T Mr. Byrd'.Savvas R.DELLF4FSF6E7FBF9F10

Given that Y =(3/4)X + 12 — 1 Y= (4/3)X —2

Answered: Consider the system of linear…

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

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

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

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