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... studied under her father's supervision which gave her the wanting to know the unknown. Hyapthia made many contributions to the study of mathematics. Her most famous being her work on conic sections. A conic section is when a person divides cones into different parts using planes. Because she edited a book written by Apollpnius so well, her work survived all the way up until today ... ...
... at mathematics and science, which enabled him to help his father with scientific gatherings. By the time he was seventeen he wrote an essay on conic sections, which is, a work in projective geometry that contained a theorem on conic sections that was named after him. At the age of eighteen Pascal invented the adding machine, which is now known as the calculator. Pascal ... ...
... square root. Ultimately, what the quadratic formula (y = -b +/- the square root of b^2 -4ac divided by 2a) tells one is the roots of the equation. The roots are the x-intercepts of the parabola a quadratic equation draws. For example, when solving the following quadratic equation, y = x^2 + 4x + 29, using the quadratic formula where a = 1, b = 4, and c = 29, one, comes out with the solution, -2 + 5i. This tells one ... that the parabola does not touch the x-axis, therefore does not have an x-intercept. The quadratic formula and the complex number system have a direct correlation. Unders...
... 1624, Briggs almost discovered e and gave the numerical approximation to the base 10 logarithm of e but did not mention e in his work. In 1661, Huygens got 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 ... ...
... and because of his interests in geometry at the age of fourteen Pascal was admitted to meetings of French geometricians. At the age of sixteen he wrote an essay on conic sections and at age eighteen, he constructed the first arithmetical machine. When he was nineteen years old, Pascal began to create a machine that would be similar to an everyday calculator ... ...
... geometrics. That was when he began to discover things such asPascal's triangle,? which everyone who took high school mathematics, specifically geometry, should recognize. He wrote papers on his theories of conic sections, which are defined in Algebra two, used in a higher sense of mathematics and geometry as well. He even published discoveries on his thoughts of vaccums. Vaccums were a crazy man ... ...
... redirected Newton to the problem of the "path of a body subjected to a centrally directed force that varies as the inverse square of the distance"; he determined it to be an ellipse, and informed Edmond Halley in August 1684. Halley's interest led Newton to write the Principia. "Book I of the Principia states the foundations of the science of mechanics, developing upon them ... ...
