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Are the following pair of equations (3/5)x-y=1/2 & (1/5)x - 3y=1/6 consistent? Justify your answer.
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Let a1x+b1y+c1=3x+2y−5 and a2x+b2y+c2=2x−3y−7
So, here a1=3; b1=2; c1=−5; a2=2; b2=−3; c2=−7
⇒a2a1=23
⇒b2b1=3−2
⇒a2a1=b2b1
Hence the system of equations has unique solution.
Thus the pair of equations are consistent
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