Asked by Paul
Solve the inequality. x^3+9x^2-108 less than or equal to 0.
Then write in interval noation.
Please can you show me step by step on how you got the answer. I have tries and I am very confused.
Then write in interval noation.
Please can you show me step by step on how you got the answer. I have tries and I am very confused.
Answers
Answered by
Damon
first this software is very handy for polynomials and seeing their graphs:
http://mathportal.org/calculators/polynomials-solvers/polynomial-graphing-calculator.php
http://mathportal.org/calculators/polynomials-solvers/polynomial-graphing-calculator.php
Answered by
Damon
(x+6)(x+6)(x-3)
so we have double zero at x = -6 (graph comes up from way low and bounces back down off the x axis)
Then it comes back up again and goes positive at x = 3
SO
x^3+9x^2 -108 </= 0 for
x<+3
so we have double zero at x = -6 (graph comes up from way low and bounces back down off the x axis)
Then it comes back up again and goes positive at x = 3
SO
x^3+9x^2 -108 </= 0 for
x<+3
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