the coordinates of the point of intersection of lines a X + b y = 9 and b x +a Y = 5 is( 3,-1) find the values of a and b?
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here given two equations ax+by=9
bx+ay=5
the intersection points are x=3,y=-1
now substituting them we get
3a-b=9 ----(1)
3b-a=5 (x3) -----(2)
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3a-b=9
9b-3a=15
----------------------------
8b=24
b = 3
now substituting it in eq--(1)
3a-3=9
3a=9+3
a=12/3
a=4
therefore a=a and b=3
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