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Find the range of values of real number x for which the inequality (x + 2) (x + 5) > 40 holds
$$(x+2)(x+5) > 40$$
$$x^2+7x+10>40$$
$$x^2+7x-30>0$$
$$\left(x+10\right)\left(x-3\right)>0$$
Range of x is $$\left(-\infty\ ,-10\right)U\left(3,\infty\right)$$
Yes, Inequalities is an important Logical Reasoning topic in CMAT. It helps assess analytical thinking and the ability to derive conclusions from given relationships between variables.
The number of Inequalities questions varies from year to year. CMAT does not prescribe a fixed number of questions from any individual Logical Reasoning topic.
CMAT may include direct inequality questions, coded inequalities, statement-conclusion problems, and questions requiring candidates to determine relationships between variables.
Start by understanding the basic concepts and rules of inequalities. Practice different question types regularly, analyze mistakes, and solve previous year CMAT questions to improve accuracy.
Most Inequalities questions are moderate in difficulty and can be solved quickly with proper conceptual understanding and regular practice.
Cracku's CMAT Inequalities Questions provide topic-wise practice, detailed solutions, and exam-oriented questions that help candidates improve speed, accuracy, and confidence.
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