Find the equation of the line joining A(1,3) & B(0,0) using determinants and find k if D(k,0) is a point such that the area of the triangle ABD is 3 sq. units.
4 points
x - 3y =5 : k = ±5
x - 3y =5 : k = ±1
x - 3y =5 : k = ±2
x - 3y =5 : k = ±3
x - 3y =5 : k = ±4
3x - 3y =5 : k = ±5
3x - 3y =5 : k = ±2
3x - 3y =5 : k = ±3
3x - 3y =5 : k = ±4
3x - 3y =5 : k = ±1
3x - y =5 : k = ±5
3x - y =0 : k = ±5
3x - y =0 : k = ±2
3x - y =0 : k = ±4
3x - y =0 : k = ±3
None of these
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Toooooo long question you are asking
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