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Solve the inequality

(If you can’t read the image it says:)
((5x+3)(3x-2))/(x^3-7)^2
I know that x=-3/5 and x=2/3 but I’m not sure about the denominator
If you can help that would be nice thanks!

Solve the inequality (If you can’t read the image it says:) ((5x+3)(3x-2))/(x^3-7)^2 I-example-1

1 Answer

5 votes

Answer:


- 0.6 \leqslant x \leqslant 0.666 \: and \: x > \sqrt[3]{7}

Explanation:

The answer you are saying is correct if it was an equation

In inequalities the answer most of the times comes in ranges

The easiest way to find the range is by graphing the equation and finding the values of x for which the graph is above the x axis

There is a good graphing calculator app called desmos if u don't have one

answered
User Necklondon
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