Solve the following inequality (algebraically) and give the solution. 1 + x + 1 2 < x
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Question:
Solve the following inequality (algebraically) and give the solution. 1+x+12<x2
Give the answer in interval notation. Your solution needs to include all of the following:
show how you make zero on one side of the inequality
show how you bring the nonzero side to one fraction by doing common denominator and adding/subtracting those fractions.
you need to include a sign analysis table which will need to have the intervals, a test point in each interval and the sign of the function at the test point (you need to show the sign of each factor and the resulting sign)
give the answer in interval notation.
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