Asked by Margaret
X^3+9x^2-108¡Ý0
Answers
Answered by
Steve
If you mean to solve
x^3+9x^2-108 <= 0
first find the factors:
(x+6)^2 (x-3) <= 0
Now, (x+6)^2 >= 0 for all x, so we want
(x-3) <= 0
x <= 3
Makes sense, since if you think of the graph, it comes up from lower left, touches the x-axis at x = -6, dips back down, and finally crosses into positive values at x=3.
x^3+9x^2-108 <= 0
first find the factors:
(x+6)^2 (x-3) <= 0
Now, (x+6)^2 >= 0 for all x, so we want
(x-3) <= 0
x <= 3
Makes sense, since if you think of the graph, it comes up from lower left, touches the x-axis at x = -6, dips back down, and finally crosses into positive values at x=3.
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