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Which value satisfies the inequality 4x - 6 > 10?

Answer and explanation

Correct answer: x = 5

The governing concept is solving an inequality and then testing the proposed values against the resulting condition. Starting with 4x - 6 > 10, add 6 to both sides to obtain 4x > 16. Dividing by the positive number 4 does not change the inequality direction, so x > 4. Among the choices, x = 5 is the only value greater than 4. The value x = 4 is not accepted because the inequality is strict; equality would not satisfy >. The values 3 and 2 are below the required boundary. Direct substitution confirms the result: 4(5) - 6 = 14, and 14 > 10. Therefore option A is the unique correct answer, while the other options fail the original inequality.

Related tags

Linear InequalityValue CheckingStrict InequalitySubstitutionAlgebraic Solution Of Linear Inequalities In One VariableLinear InequalitiesMathematicsClass 11 Mcq

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