Identify which two lines are parallel.

Question

(1 point)
03=2x+6 andy = Ex- 8
O 3= 22+3 andy = 늘2-5
0y = 3x - 6 andy = Ex - 6
O y=52+4 andy= 62+4

Answer 1

To determine which two lines are parallel, we need to compare the slopes of each pair of equations. Lines are parallel if they have the same slope.

1. 03 = 2x + 6 and y = Ex - 8
   The first equation seems incorrectly written; I assume it should be y = 2x + 6.
   The second equation is likely y = Ex - 8, where E is a placeholder. Without a specific value for E, we cannot evaluate this pair.

2. 03 = 22 + 3 and y = 늘2 - 5
   This is not valid; it appears there may be a typographical error.

3. y = 3x - 6 and y = Ex - 6
   The first equation has a slope of 3. The second equation's slope will also be determined by the value of E. Again, without knowing E, we cannot conclude.

4. y = 5x + 4 and y = 6x + 4
   The first line has a slope of 5, and the second line has a slope of 6. These slopes are not equal, hence these lines are not parallel.

Given the unclear and possibly incorrect representations of the lines, I would need corrections or specifications, especially on the questionable parts marked with E or other symbols. Please clarify those lines to allow a proper assessment of their slopes.