CHAPTER TWO: DERIVATIVES. Hare Krsna Hare Krsna Krsna Krsna Hare Hare Hare Rama Hare Rama Rama Rama Hare Hare Jaya Sri Sri Radha Vijnanasevara (Lord Krsna, the King of Math and Science) KRSNA CALCULUS™ PRESENTS:. INTRODUCTION. Welcome back, dear students!
Related searches for CHAPTER TWO: DERIVATIVES
Hare Krsna Hare Krsna Krsna Krsna Hare Hare
Hare Rama Hare Rama Rama Rama Hare Hare
Jaya Sri Sri Radha Vijnanasevara (Lord Krsna, the King of Math and Science)
KRSNA CALCULUS™ PRESENTS:
-The 100 mi/hr answer we gave was the average rate.
- Note the following.
-Very analogous to the slope formula learned in algebra when you graphed lines.
The derivative of a constant is zero. Duh! If everything is constant, that means its rate, its derivative, will be zero. The graph of a constant, a number is a horizontal line. y=c. The slope is zero.
The derivative of x is 1. Yes. The graph of x is a line. The slope of y = x is 1. If the graph of y = cx, then the slope, the derivative is c.
For math ponders, if you are interesting in the Leibniz notation of derivatives further, please see my article on that. Thank you. Hare Krishna >=) –Krsna Dhenu
Note, that the acceleration changes with respect to time. That means the entire trip, I drove very jerkily changing the acceleration a lot.
Lord Jagannatha, Baladeva, and Subadhra Devi came from www.neonlight.com pictures.
Mathematical graphics came from MathGV software and Microsoft Equations.
Format of material taught is based on Calculus classes of Mr. G. Chomiak, Mr. J. Trapani, and Finney Calculus: Numeric, Algebraic, and Graphic, and Ferney’s Calculus book of Transcendental Functions