If the pair of equations 2x + 3y = 11 and (m + n)x + (2m – n)y = 33 has infinitely many solutions,
then find the values of ‘m’ and ‘n’.
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If the lines coincident then the lines have infinitely many solutions.
m+n/2=2m-n/3=33/11
(m+n) /2=3
m+n=6
2m-n/3=3
2m-n=9
Therefore m=5,n=1
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