The inequality equation that represents the interval − 7 , 2 and whether the interval is bounded or unbounded. The interval − 7 , 2 corresponds to − 7 < x ≤ 2 and the interval is bounded. Explanation: The solution of the inequality equation is the set of all real numbers. The real number line representing the solution of the inequality is the graph of the inequality. Graphs of the inequality are intervals on the real number line. Each interval can be classified as bounded or unbounded. The unbounded interval is, the interval where the end of the solution set or both go to infinity. The bounded interval is the interval where, both lower and upper are real numbers. The interval − 7 , 2 corresponds to − 7 < x ≤ 2 . The given interval is bounded since both the endpoints are real numbers.
The inequality equation that represents the interval − 7 , 2 and whether the interval is bounded or unbounded. The interval − 7 , 2 corresponds to − 7 < x ≤ 2 and the interval is bounded. Explanation: The solution of the inequality equation is the set of all real numbers. The real number line representing the solution of the inequality is the graph of the inequality. Graphs of the inequality are intervals on the real number line. Each interval can be classified as bounded or unbounded. The unbounded interval is, the interval where the end of the solution set or both go to infinity. The bounded interval is the interval where, both lower and upper are real numbers. The interval − 7 , 2 corresponds to − 7 < x ≤ 2 . The given interval is bounded since both the endpoints are real numbers.
Solution Summary: The author explains the inequality equation that represents the interval (-7,2right] and whether it is bounded. The real number line representing the solution is the graph of inequality.
The inequality equation that represents the interval −7,2 and whether the interval is bounded or unbounded.
The interval −7,2 corresponds to −7<x≤2 and the interval is bounded.
Explanation:
The solution of the inequality equation is the set of all real numbers. The real number line representing the solution of the inequality is the graph of the inequality. Graphs of the inequality are intervals on the real number line.
Each interval can be classified as bounded or unbounded.
The unbounded interval is, the interval where the end of the solution set or both go to infinity.
The bounded interval is the interval where, both lower and upper are real numbers.
The interval −7,2 corresponds to −7<x≤2.
The given interval is bounded since both the endpoints are real numbers.
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So confused. Step by step instructions please
In simplest terms, Sketch the graph of the parabola. Then, determine its equation.
opens downward, vertex is (- 4, 7), passes through point (0, - 39)
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