With over 300 posts, you should know by now not to put your equations in the title.Superposed_Cat said:Hi all, for what I'm currently doing I need to find where that parabola is greater than the exponential equation.This may seem simple but I can't seem to do anything other than rephrase it without getting a solution. Any help appreciated. it seems as though the answer is where x>0 but I can't prove it algebraicly.
Superposed_Cat said:Numerical analysis gives about 0.4, you are right. But is it undoable algebraicaly?
To solve for x in a quadratic inequality, you can follow these steps:
Yes, you can use the quadratic formula to solve a quadratic inequality. The quadratic formula is x = (-b ± √(b^2 - 4ac)) / 2a. However, you will need to set the expression equal to 0 before using the formula.
The main difference between solving a quadratic equation and a quadratic inequality is that when solving an equation, you are finding the specific values of x that make the equation true. In contrast, when solving an inequality, you are finding the intervals of x values that make the inequality true.
To determine the intervals of x values for a quadratic inequality, you can use the sign chart method. This involves factoring the quadratic expression and then using the sign of each factor to determine the intervals where the inequality is true. You can also graph the quadratic expression to visually determine the intervals.
Yes, you can solve a quadratic inequality without factoring by using other methods such as the quadratic formula or completing the square. However, factoring is often the most efficient method for solving quadratic inequalities, especially when the coefficients are simple integers.