Determine whether each value of x is a solution of the inequality. |2 x - 3| less than 15 (a) x =...
Question:
Determine whether each value of x is a solution of the inequality.
{eq}\displaystyle |2 x - 3| < 15 {/eq}
(a) x = -6
(b) x = 0.
(c) x = 12.
(d) x = 7.
Inequalities:
Inequalities would possibly have an infinite set of solutions for an expression. This would be quite different from equalities because we would have a certain range that would be considered for the expression to hold true. However, in solving the solutions for inequality, we may still follow similar rules for equalities.
Answer and Explanation: 1
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View this answerWe determine whether or not each value is a solution to inequality. We do this by substituting the proposed solution to the expression and then...
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Chapter 3 / Lesson 5Learn what absolute value inequalities are and how to solve absolute value inequalities. The lesson also covers the graphing of absolute value inequalities.