When you solve equations with infinite solutions…do you get (choose one below)
0x = 0 0x = any # x= any # (circle the correct scenario)
What does it mean on a graph to have infinite solutions? Explain what you would see.
Question 3:
No Solutions
When you solve equations with NO solutions….do you get? (choose one below)
0x = 0 0x = any # x= any # (circle the correct scenario)
What does it mean on a graph to have no solutions? Explain what you would see.
Question 4:
One Solution
When you solve equations with ONE solution…..do you get? Choose one below
0x = 0 0x = any # x= any # (circle the correct scenario)
What does it mean on a graph to have ONE solution? Explain what you would see
Question 2:
Circle the correct scenario: x= any #
Having infinite solutions on a graph means that the two lines overlap each other perfectly. This would result in a single line on the graph instead of two separate lines, indicating that there are infinite points where the two equations intersect.
Question 3:
Circle the correct scenario: 0x = 0
Having no solutions on a graph means that the two lines are parallel and do not intersect at any point. On the graph, you would see two distinct and separate lines that do not touch or cross each other.
Question 4:
Circle the correct scenario: x= any #
Having one solution on a graph means that the two lines intersect at a single point. On the graph, you would see two lines crossing each other at a specific point, indicating that there is only one solution to the equations.