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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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Hello i need help solving this . I'm confused . Thank you in advance. I've attached the question . 

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Performance Task # 1
Create and solve systems of linear equations graphically and algebraically; Identify systems that are
consistent, inconsistet, dependent, or independent and explain reasoning.
Student Directions:
Make three systems of two equations/inequalities from any in the box. Use each method to solve one system.
Show your work.
V.
2x+1
2x
12
y= 5x- 1
2x 4
10:16 PM
Transcribed Image Text:37/docviewer m- Onli. S how to get help in... Trisha Xavier | Micr.. E New tab K! Play Kahoot! - Enter.. Document6.dox 1 /1 S Note 26|Schoology K! Play Kahoot! - Enter.. 224% Oth Performance Task # 1 Create and solve systems of linear equations graphically and algebraically; Identify systems that are consistent, inconsistet, dependent, or independent and explain reasoning. Student Directions: Make three systems of two equations/inequalities from any in the box. Use each method to solve one system. Show your work. V. 2x+1 2x 12 y= 5x- 1 2x 4 10:16 PM
y 2x + 1
y 5x- 11
yz-2x + 4
2x + 2y 2
ys-x+4
y=-6x
y =+3
y = 2x- 1
x+ y 1
y2 0
y
3x + 1
a. graphing
b. substitution
c. elimination
Then find a system that has each of the following.
d. coincident lines
e. intersecting lines
f. parallel lines
g. perpendicular lines
Explain your reasoning. Your models should present situations in which you make comparisons and draw
conclusions.
Transcribed Image Text:y 2x + 1 y 5x- 11 yz-2x + 4 2x + 2y 2 ys-x+4 y=-6x y =+3 y = 2x- 1 x+ y 1 y2 0 y 3x + 1 a. graphing b. substitution c. elimination Then find a system that has each of the following. d. coincident lines e. intersecting lines f. parallel lines g. perpendicular lines Explain your reasoning. Your models should present situations in which you make comparisons and draw conclusions.
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