Algebra, NAPX-H4-NC28
Question
Jen drew the line y = 5 − x on a grid.
She then drew y = x − 1 on the same grid.
What are the coordinates of the intersection point of these two lines?
Worked Solution
Strategy 1
Draw the graphs and estimate intersection.
Strategy 2
|
|
| x − 1 |
= 5−x |
| 2x |
= 6 |
| x |
= 3 |
| y |
= 2 |
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
Variant 0
DifficultyLevel
707
Question
Jen drew the line y = 5 − x on a grid.
She then drew y = x − 1 on the same grid.
What are the coordinates of the intersection point of these two lines?
Worked Solution
Strategy 1
Draw the graphs and estimate intersection.
Strategy 2
|
|
| x − 1 |
= 5−x |
| 2x |
= 6 |
| x |
= 3 |
| y |
= 2 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers