If the equation of line parallel to the line 3x−4y+2=0 and passing through the point (−2,3) is 3x−4y+k, value of k is
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Equation of line parallel to 3x−4y+2=0 is given by, 3x−4y+k=0 Given it also passes through (−2,3) ⇒3(−2)−4(3)+k=0⇒k=18 Thus equation of required line is, 3x−4y+18=0
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