1st degree inequality
A first degree inequality is solved like an ordinary equation. The only difference is that when dividing or multiplying an equation by a negative number, the sign of the inequality turns, i.e. its direction changes. This can be seen below with the example on the right.
A quadratic inequality does not work in exactly the same way. A quadratic inequality is always solved with the corresponding equation.
The zeros of the quadratic equation are x = -3 and x = 3. The graph is a upward opening parabola
The graph runs below the x-axis between the zeros. Then the solution of the inequality is
When does the values of function f are negative?
The values are negative when x < -4 and x > 1
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