62.3k views
4 votes
1. Select the type of equations.

independent
equivalent
inconsistent
2. Click on the solution set below until the correct one is displayed.

(pic 1 is part of the question for both of the questions, 2-4 is the answers for 2)

1. Select the type of equations. independent equivalent inconsistent 2. Click on the-example-1
1. Select the type of equations. independent equivalent inconsistent 2. Click on the-example-1
1. Select the type of equations. independent equivalent inconsistent 2. Click on the-example-2
1. Select the type of equations. independent equivalent inconsistent 2. Click on the-example-3
1. Select the type of equations. independent equivalent inconsistent 2. Click on the-example-4
User Phil Hunt
by
6.6k points

2 Answers

3 votes

Answer:

2nd option point in quad. 2

Explanation:


User Prasad S Deshpande
by
6.6k points
1 vote

Answer:

Ques 1)

The type of equation is:

equivalent.

Ques 2)

The solution set below is:

{Infinite set of points on the line}

Explanation:

From the graph that is provided to us we see that the lines a and b overlap that is the two lines intersect each other at infinite number of points.

This means that the lines are equivalent.

Also, the following system is consistent as the solution exist and the solution set is the infinite number of points that lie on the line.

User Dpellier
by
6.4k points
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