Find the roots of the quadratic equation by differentiation

In summary, the conversation discussed the solution of the quadratic equation using the differentiation method. This involves computing the x-coordinate of the minimum or maximum of a parabola, which is determined by the value of a. The method is not new and may be more complicated than other methods. The speaker also mentioned that they do not support publications like this.
  • #1
Anurag yadav
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The Solution of the Quadratic Equation By Differentiation Method
 

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  • #2
Anurag yadav said:
The Solution of the Quadratic Equation By Differentiation Method
Yes, that can be done. A quadratic equation ##(x\, , \,ax^2+bx+c)## is a parabola. You basically computed where the symmetry axis of a standard parabola lies by determining the x-coordinate of the minimum (##a>0##) or maximum (##a<0##), and then the distance to its two zeros (so they exist). Maybe you are interested to read more about parabolas. https://en.wikipedia.org/wiki/Parabola
 
  • #3
What is your goal? The method is not really new, only a bit more complicated than e.g. completing the square.

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