Monthly Archives: August 2010

The journey to the General Quadratic Formula is a long one. It should begin where there reader is, but I don’t know where that is. As a consequence, I will try to begin a little behind the reader so that … Continue reading →

Let , , and be numbers with . Suppose that is such that          It follows that        This is called the General Quadratic Formula. If you are willing just to believe, you may stop now and … Continue reading →

Call me Ishmael. Please don’t actually. Call me Doctor Winters, and if you are particularly friendly, call me by my first name, Doctor.   I am trying out the WordPress blog for mathematical friendliness and in order to do so … Continue reading →

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