... the relationship between rectangular hyperbola and the logarithm. He also defined a curve, a "logarithmic" curve, but we call it the exponential curve, the equation is y=ka^x. Huygens also calculated the base of e to 17 decimal places, but e still remains undiscovered. e was finally discovered in 1683 when Jacob Bernoulli was doing a study on compound interest. He looked at the problem, examined continuous compound ... calculated e to 346 places. Although not exactly discovered in the 1600's, e made its mark throughout history. e is very helpful in daily life of banking. e can be used to ...

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• Approx Pages: 3
• Has Bibliography
• Grade Level: High School

... of twists and turns that lead to the answer of a problem that we have all sought in the past. Although the subject creates pain and suffering in all of us, it is considered a core knowledge that we all need to know. We live in a world that is plagued with numbers and systems of equations, from simple prices of ... the apples we buy, to the velocity of cars that we see everyday. It helps us better understand everything we see and feel in life. For many, ... their own pace with their own ideas and curiosity, many mathematicians still argue today about who should deserve the most credit fo...

• Word Count: 719
• Approx Pages: 3
• Grade Level: High School

... to the Matrix and the Matrix Reloaded like equations, axioms, tessellations, and many other ideas on a more toned down level. The Matrix is just one very large set of equations generated by the computers as derived from their own regulated set of equations. Thus one is then suppose to be able ... to get all the other problems from this main set of equations, which serves as the operation system, also known as ... the matrix. This main set of equations is the axioms, which cannot be changed or broken. Any derivation can be changed or broken if the equation systems are changed. The movie...

• Word Count: 337
• Approx Pages: 1
• Grade Level: High School

... numbers to a whole new perspective. In his mathematical dissertation Algebra, he showed that the roots of negative numbers can be utilized. To solve for certain types of equations such as the square root of -7, a new number needed to be invented. This new number would be called i. Furthermore, the square of i is -1. These early mathematicians realized that multiplying positive and negative numbers by i would create a ... be shown as a real number multiplied by i. Real numbers are all positive numbers, negative numbers, and zero. Except for zero, the square of any imaginary number is a n...

• Word Count: 1237
• Approx Pages: 5
• Has Bibliography
• Grade Level: High School