Other examples that they recorded included $13^2=5^2+12^2$ and even $8161^2=4961^2+6480^2$. One of the great intellectual masterpieces of the ancient Greek world was Diophantus' {\sl Arithmetic}. This work, available in Latin translation in the seveteenth century, was an important inspiration for the scientific renaissance of that period, read by Fermat, Descartes, Newton and others. Fermat, a jurist from Toulouse, studied mathematics as a hobby. He didn't formally publish his work but rather disseminated his ideas in letters, challenging
|Top of Form Earthquakes Practice Test Your score was 39%. You answered 7 correct and 11 incorrect. 1. What is the probability of earthquake occurrence based on? a. strain buildup only b. location of foci c. magnitude of P-waves [pic] d. reoccurrence rates of earthquakes in an area and the rate of strain buildup 2.
One of the theories includes the use of PHI, Golden Mean which is equal to 1.618, in the Great Pyramid (Orcutt). There are some effects of the Great Pyramid on mathematics which includes the use of mathematics in constructing buildings and other structures. The pyramid also made mankind to research more about how it was designed, which led to the theories of how Egyptians used mathematics. The pyramid is highly symmetric and the Egyptians did have knowledge of adding and doubling which I think they applied to the design of the pyramid. It is completely coincidence that the use of the Golden Mean is in the Great Pyramid.
It increased by 7 ft a day.” Earthquakes You can predict when a volcano will erupt because you get earthquakes. This is because most volcanoes follow a regular pattern of increasing seismic activity as the eruption is about to take place, usually in the form of small earthquakes. Scientist use special equipment seismometers that tell and record earthquakes that happen underneath the volcano. Long period earthquakes- are beneath volcanoes and are believed that it is caused by magma moving through cracks that then shake the ground. Short period earthquakes- earthquakes under the volcanoes that is believed to be caused by rock breaking events Both types of
Einstein was a physicist, He resided at many countries namely: Germany, Belgium, Italy, Switzerland, Hungary, and The United States of America. He has obtained citizenship in most of the places he resided. He has won some notable awards including a nobel prize in 1921 for his contribution in the field of physics. He acquired interest in science and mathematics at a very young age, When his father gave him a compass and he observed something made the needles move and he began experimenting on how it works. His father Herman Einstein was an Engineer while his mother was called Pauline Einstein.
Intensity is based on the observed effects taken place during the earthquake, for instance the ground shaking underneath people, buildings, and natural features. The intensity varies from place to place within the disturbed region depending on the location of the observer with respect to the epicenter of the earthquake. The magnitude of an earthquake is related to the amount of seismic energy released at the hypocenter of the earthquake. The magnitude is based on the amplitude of the seismic waves recorded by a seismograph; all seismographs have a common calibration. Therefore the magnitude of an earthquake is represented by a single, instrumentally determined value.
But the most important contribution Descartes made were his philosophical writings; Descartes, who was convinced that science and mathematics could be used to explain everything in nature, was the first to describe the physical universe in terms of matter and motion, seeing the universe as a giant mathematically designed engine. Descartes wrote three important texts: Discourse on the Method of Rightly Conducting the Reason and Seeking Truth in the Sciences, Meditations on First Philosophy, and Principles of Philosophy. René Descartes had always been a frail individual, and he would usually spend most of his mornings in bed, where he did most of his thinking, fresh from dreams in which he often had his revelations. In his later years, Descartes had to relocate to Sweden to tutor Queen Christina in philosophy.
Most people think that genius is the primary determinant of intellectual achievement. Yet three of the all-time greatest thinkers had in common, not inexplicable genius, but a questioning mind. Their intellectual skills and inquisitive drive embodied the essence of critical thinking. Through skilled deep and persistent questioning they redesigned our view of the physical world and the universe. Consider Newton.
Each side is perfectly aligned, facing each direction, (north, east, south, and west), only offset by a fraction of a degree. Along with that, each side of the pyramids are almost perfectly congruent, meaning that advanced mathematics had to of been used in the creation of this enigma. They say this type of perfectly accurate construction would have been close to impossible for such a primitive race. But if the ancient Egyptians didn’t piece this extravagant puzzle together, than who did? We do know one thing for certain, that the pyramids were built around the 23rd century BC.
The History of the Calculus The Calculus, being a difficult subject requires much more than the intuition and genius of one man. It took the work and ideas of many great men to establish the advanced concepts now known as calculus. The history of the Calculus can be traced back to c. 1820 BC to the Egyptian Moscow papyrus, in which an Egyptian successfully calculated the volume of a pyramidal frustum. [1][2] Calculating volumes and areas, the basic function of integral calculus, can be traced back from the school of Greek mathematics, Eudoxus (c. 408−355 BC) used the method of exhaustion, which prefigures the concept of the limit, to calculate areas and volumes while Archimedes (c. 287−212 BC) developed this idea further, inventing heuristics which resemble integral calculus. [3] The method of exhaustion was later used in China by Liu Hui in the 3rd century AD in order to find the area of a circle.