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What type of pair is (11x+4y=18) and (5x+2y=9)?

Answer and explanation

Correct answer: Consistent and independent

For the given equations, \\(a_1/a_2=11/5\\) and \\(b_1/b_2=4/2=2\\). Since \\(11/5 \ne 2\\), the two lines intersect at one point and the pair has a unique solution. Therefore, it is a consistent and independent pair. For a consistent dependent pair, all three ratios are equal. Exam tip: Compare \\(a_1/a_2\\) and \\(b_1/b_2\\) first; if they are unequal, there is exactly one solution.

Related tags

Pair Of Linear EquationsConsistent IndependentUnique SolutionConditions For SolvabilityIntersecting LinesPair Of Linear Equations In Two VariablesMathematicsClass 10 Mcq

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