A) \[(4,0)\] and \[(8,0)\]
B) \[(-4,0)\] and \[(8,0)\]
C) \[(4,0)\]and \[(-8,0)\]
D) \[(-4,0)\] and \[(-8,0)\]
Correct Answer: A
Solution :
| The points where the two lines will intersect the x-axis can be found by putting \[y=0\] in both the equations, as the y-coordinate of all points lying on the x-axis is zero. |
| Putting \[y=0\] in the equations \[x-y=4\] and \[3x-y=24,\]we get \[x=4\] and\[x=8,\] respectively. |
| Therefore, the points are \[(4,0)\] and \[(8,0)\]. |
| So, option [a] is correct, |
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