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Now showing items 21-30 of 110
Electric Vehicles
(2018-12-17)
This chapter regards the current state of electric vehicles in society today: the pros and cons, areas that need to improve, etc. The chapter starts by discussing some of the unethical practices that go into creating ...
2.1 - Taylor Series & Exp(x)
(6/15/18)
In this lesson you'll learn about what Taylor Series are and how to approximate the Exp(x) function using Taylor Series
Discorso particolare intorno all'unisono
(2016)
Vincenzo Galilei was among the first music theorists to advocate for a new system of tuning based on performance, instead of the mathematical principles of music set fourth by Pythagoras. Pythagorean music theory bases ...
7.1 - Trapezoidal Rule
(7/19/18)
In this lesson you'll learn about how to approximate an area under the curve using the Trapezoidal rule and how to develop a VBA code to implement this technique to any desired approximate error.
Boldly Explore: Camille Flammarion (1888)
(2015)
Science is a quest of discovery, the challenge of boldly exploring where no one has gone before. That is the appeal and rhetorically durable theme which has made this woodcut so appealing. Many have reprinted this illustration ...
1.8 - Inbuilt Functions
(6/12/18)
In this lesson you'll learn about some the most useful and common EXCEL/VBA inbuilt functions used in numerical methods
7.3 - Romberg Integration
(7/26/18)
In this lesson you'll learn about how to approximate an area under the curve using Romberg Integration, how to develop a VBA code to implement this technique to any desired approximate error in addition to how Romberg ...
Electromechanical Systems
(2018-12-19)
This eBook was written as the third installment in the series that coincide with three engineering courses taught at the University of Oklahoma (ENGR 2431, ENGR 2531, and ENGR 3431). These courses were designed to provide ...
6.1 - Linear Regression
(7/13/18)
In this lesson you'll learn about how to best fit a line to a set of linear data points and how to develop a linear regression program. This is followed by a comparison of the results to Excel's inbuilt linear regression function
Johan Schreck: Galileo's Friend in China
(2015)
Johann Schreck joined the Jesuit order in 1611, the same year that he used Galileo's telescope to observe the satellites of Jupiter. Upon becoming a Jesuit Schreck joined the Jesuit mission in China, taking with him a ...