Determine the equation of the line in each of the following graphs:

The general equation of the line is y = mx + c, where m and c are constants.
From the graph, it is visible that the line passes through the point (2, 0) and (0,-3).
Substituting both the values in general equation, y = mx + c, we get
0 = m(2) + c ..(i)
-3 = m(0) + c ..(ii)
From equation (ii), we get c = -3,
Putting c = -3 in equation (i),
2m + (-3) = 0
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Putting both m and c in general equation y=mx+c,
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So equation of line is 3x-2y = 6
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