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Algebraic Equations and Inequalities |
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![]() Properties of Equations and Inequalities ![]() Graphical Interpretation of Solutions
![]() Linear Equations ![]() Linear Inequalities
![]() Linear Equations Involving Absolute Value ![]() Linear Equations Involving a Few Absolute Values ![]() Linear Inequalities Involving Absolute Value
![]() ![]() Quadratic Equations and Quadratic Functions ![]() Extreme Value of Quadratic Function ![]() Quadratic Formula ![]() Solving Quadratic Equations by Factoring ![]() ![]() |
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In order to solve graphically an equation f ( x ) = 0, it is necessary to find the points at which a curvey = f ( x ) intersects or touches the x-axis.
In order to find the x-intercepts of the
function y = f (x),
set y = 0 and solve
the equation f (x) = 0 for
x. ![]()
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