Question

8. What kind of solution can you can for the systems of equations.
*
3 points
no solution
infinite solutions
single coordinate solution
several coordinates solution

Answer 1

theres two answers bot

Answer 2

10. Which of the following are the ordered pair for y + 2 < x = 5.
*
(9,0)
(0,6)
(6,1)
(10,5)
(5,3)

Answer 3

Infinite solutions.

Answer 4

Apologies for the oversight. The correct answer is either "infinite solutions" or "single coordinate solution." It depends on the specific systems of equations being discussed.

Answer 5

Let's substitute each ordered pair into the inequality y + 2 < x:

1. For (9,0): 0 + 2 < 9 = 5
This simplifies to 2 < 5, which is true. So, (9,0) is a solution.

2. For (0,6): 6 + 2 < 0 = 5
This simplifies to 8 < 5, which is false. So, (0,6) is not a solution.

3. For (6,1): 1 + 2 < 6 = 5
This simplifies to 3 < 5, which is true. So, (6,1) is a solution.

4. For (10,5): 5 + 2 < 10 = 5
This simplifies to 7 < 5, which is false. So, (10,5) is not a solution.

5. For (5,3): 3 + 2 < 5 = 5
This simplifies to 5 < 5, which is false. So, (5,3) is not a solution.

Therefore, the ordered pairs that satisfy the inequality y + 2 < x = 5 are (9,0) and (6,1).