Create an abstract image that visually represents the concept of systems of equations. Show a theme of conflict for 'inconsistency and no solution' through mismatched patterns or colors. Next, include the concept of 'infinite solutions' by repeating patterns or lines that symbolize overlapping equations with common solutions, also, exhibit the concept of 'one solution' by showing an intersection point. Additionally, subtly hint at the option of 'exactly two solutions'. Ensure the image is visually engaging but contains no textual elements.

1.) Which best describes a system of equations that has no solution?

A. Consistent, independent
B. inconsistent, dependent
C. consistent, dependent
D. inconsistent**

2.) How many solutions does this system have? 2x+y=3 6x=9-3y
A. one
B. none
C. infinite**
D. two

3. What is the approximate solution of the linear system represented by the graph below?
A. (4, -3)**
B. (6, -1)
C. (-1, 4)
D. (4, -1)

4. Which cannot describe a system of linear equations?
A. no solution
B. exactly two solutions**
C. infinite solutions
D. exactly one solution

1. D inconsistent

2. C infinite
3. D (4, -1)
4. B exactly two solutions
5. C elimination
6. A (2, 1)
7. B substitution
8. B (8, 4)
9. B 0
10. B 25
(10/10) hope this helps! I know a lot of people really struggle with math and it stresses them out.

Answers

1.d
2. c
3.d
4.b

For Lesson 1: Solving Systems by Graphing

1. D
2. C
3. D
4. B
5. A

For me the answers are

1. D. inconsistent
2. C. infinite
3. D. (4,-1)
4. B. exactly two solutions
4/4 100%

Just took this and got a 100 bc of 65435.4.35416354631

THE ANSWERS ARE D,C,D.B

number 3 is D

props to those who feel for the math haters

Spank me is right

BRUUUUUUHHHH XDDDDD "spank me" LOL

3. D