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If two lines have the same slope and different (y)-intercepts, how many solutions will their pair of equations have?

Answer and explanation

Correct answer: No solution

Two lines with the same slope are either coincident or parallel. Different (y)-intercepts show that the lines are not coincident, so they are distinct parallel lines and never intersect. Hence, the pair of equations has no solution. Exam tip: equal slopes with different intercepts indicate no solution, whereas equal slopes with equal intercepts indicate infinitely many solutions.

Related tags

Class10Linear-EquationsSolvabilityParallel-LinesCoordinate-GeometryConditions For SolvabilityPair Of Linear Equations In Two VariablesMathematics

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