The Relationships between Happiness and Meaning Essay Example for Free

The Relationships between Happiness and Meaning Essay Every person on earth experiences happiness as well as unhappiness.   Even infants cry as well as laugh.   Ultimately they grow to realize that there are things that make them happy just as there are situations that make them unhappy.   Understanding the nature of these different things and/or situations is to know how the meanings of these things and/or situations are related to one’s happiness or unhappiness.   Thus, happiness and meaning happen to be closely connected with each other.    There is a reason why we experience happiness or unhappiness.   These reasons are the meanings of our experiences of happiness or unhappiness.   Ã‚  Ã‚  Ã‚   There are many ways to understand happiness.   A person who is ecstatic is understood to be extremely happy.   Another person may experience happiness as he or she enjoys life.   Conversely, a person who does not really attempt to enjoy life may be satisfied with his or her life nevertheless.   All of these people may be happy.   Even so, all of them may have different reasons for being happy.   Ã‚  Ã‚  Ã‚   Prophets and sages have often stated that things on earth cannot always make us happy.   A person who is truly happy with life because he or she enjoys a nearly perfect relationship with his or her spouse may lose the spouse to death.   Another person may believe that material things, e.g. new cars, are responsible for his or her happiness.   The person who loses his or her spouse will experience unhappiness, just as the individual who loses all of his or money would become depressed.   People who believe that happiness is equivalent to material success may also develop â€Å"affluenza,† described in the following ways: (1) â€Å"The bloated, sluggish and unfulfilled feeling that results from efforts to keep up with the Joneses;† (2) â€Å"An epidemic of stress, overwork, waste and indebtedness caused by dogged pursuit of the American Dream;† and (3) â€Å"An unsustainable addiction to economic growth (Leon).†Ã‚   Perhaps the rich people who have committed suicide, e.g. Kurt Cobain, were suffering from affluenza.   Regardless, it is generally believed that a person must find the meaning of his or her life to be truly happy (Brain).   Hence, the person who loses his or her spouse has a couple of choices: (1) Either to commit suicide because he or she cannot deal with the unhappiness caused by the loss; or (2) Find reasons to be happy despite the loss.   Ã‚  Ã‚  Ã‚   Psychologists have found that people feel happy when they increase their understanding.   In other words, knowing the meaning of the things in our world is bound to increase our happiness.   Thus, many people feel satisfied when they read books.   The person who was dependent on his or her spouse for happiness may find happiness in this way.   Alternatively, the individual may decide to pursue a goal that helps to move the human society forward in some way.   The meaning of life is also understood by people to be the service of God (Brain). Regardless of the meaning of life realized by the person who had believed that his or her spouse was responsible for his or her happiness; understanding what his or her life is worth may help the individual to experience satisfaction with life once again.   Moreover, whether the person chooses to serve society or God, by knowing the meaning of his or her existence, the individual opens up to future experiences that may very well allow him or her to find happiness without the spouse.   After all, pursuing a goal to fulfill the meaning of life may lead the person to joyful experiences.   Hence, meaning and happiness could never be separated. Works Cited Brain, Marshall. â€Å"Chapter 41: Material Things Will Not Bring You Happiness.† The Teenager’s Guide to the Real World. 1997. 10 Dec 2007. http://www.bygpub.com/books/tg2rw/chap41excerpt.htm. Leon, Virginia De. â€Å"Money cant buy meaning: Many simplify to find happiness.† Spokesman Review. 9 Jul 2006.

The Core Rules Relating to Nursing Practice Essay -- Ethics, Health, Nu

ETHICAL ISSUE Ethics is a philosophic study that examines values, choices, and actions to determine right and wrong. Ethical principles include but not limited to; Justice, beneficence, nonmaleficence, veracity. The case study which I am going to discussed in my paper is about an LPN, who was working from 7:00 P.M to 7:00 A.M. And was assigned to five patients, including a patient for whom an obstetrical consultation was needed. The other four patients were essentially stable. At about 4;30 A.M., the LPN became ill and vomited in the bathroom. She immediately went to the nurses’ station notified the other four nurses who were working with her that she was leaving. The charge nurse instructed her to notify the supervisor before leaving, but the LPN did not communicate with the nursing supervisor before existing the facility. The facility notified the LPN that it was terminating its contract with her and reported the LPN to the state board of nursing for abandonment. The board of nursing imposed a $ 1000 penalty for abandoning her patients and suspended her nursing license pending a psychosocial examination. According to The Texas Board of Nursing (BON or Board),† in keeping with its mission to protect the public health, safety, and welfare, holds nurses accountable for providing a safe environment for clients and others over whom the nurse is responsible [Rule 217.11(1)(B)]. Though the Nursing Practice Act (NPA) and Board Rules do not define the term abandonment, the Board has investigated and disciplined nurses in the past for issues surrounding the concept of abandonment as it relates to the nurses’ duty to patient. The Board's position applies to licensed nurses (LVNs and RNs... ... to prevent harm. Nonmaleficence is defined as: The duty not to inflict harm intentionally. Based on my viewpoint, the LPN did not intentionally inflict harm on the patient’s. According to her statement, she became ill and decided to leave the facility and the reason she didn’t communicate with her supervisor was because she was afraid that the supervisor would send her to the emergency center, which she didn’t want to be billed for such a visit. Veracity is defined as truth-telling and based on my point of view, the LPN was not telling the truth, when she testified that she intended to see her family physician early that same morning. It was 4:30 am when she left the facility and there is no way she could have seen her family physician that morning unless she went to the emergency room which she refused to go making her guilty for abandoning her patients.

Biography †Aryabhata, the Indian mathematician Essay

Aryabhata (476 CE – 550 CE) was the first Hindu mathematician and astronomers from India. He wrote couple of treatise about mathematics and astronomy. Some of them were lost. His most famous works Aryabhatiya completed in 499 CE and the Arya-Siddhanta. Aryabhatiya consists of 108 verses, in which Aryabhata wrote about the mathematics and astronomy at the age of 23 in 499 CE. He was born in India at Asmaka or Kusumapura in 476 CE. There is no clear evidence of the place of birth (Indian Streams Research General, September 2012). Aryabhata studied in Kusumapura and stayed there for some time. The evidences from Hindu, Buddhist tradition, and Bhaskara I (629 CE) recognize Kusumapura as Pataliputra, currently known as Patna. Aryabhata was the head of an institution at Kusumapura. The University of Nalanda was in Pataliputra at the time. This university had an astronomical observatory that forces the belief that Aryabhata was the head of the Nalanda University. Aryabhata set up an observatory at the Sun temple in Taregana, Bihar (Aryabhata – Indian Mathematician). Aryabhatiya deals with mathematics and astronomy. That consists of an introduction containing astronomical tables and Aryabhata’s system of phonemic number notation. This work consists of three sections: Ganita (means mathematics), Kala-kriya (means Time calculations), and Gola (means Sphere). Ganita covers decimal number system, algorithms for square and cubic roots, geometric measurements, the algorithm for Pi, tables of sines using Pythagorean Theorem, quadratic equations, proportions, and the solution of linear equations. This discusses the Aryabhata’s method to solve the mathematical problem, Kuttaka (means pulverizer) also known as Aryabhata’s algorithm. This algorithm suggests breaking a problem in smaller fractions. Kala-kriya speaks about astronomy. It is about treating planetary motion and include the definition of various units for time, eccentric, epicyclic planetary motion modes, longitude, and latitude. Gola discusses the plane trigonometry to spherical geometry. It also has prediction of solar and lunar eclipses and explicit statement about westward motion of stars because of the  spherical rotation of the Earth about its axis (Indian Streams Research General, September 2012). The Arya-siddhanta was the work on astronomical computations. Surya Siddhanta was the base of this work and considered the start of the day at the midnight, as opposed to sunrise according to Aryabhatiya. It also contained a description of several astronomical instruments: the gnomon (shanku-yantra), a shadow instrument (chhAyA-yantra), possibly angle-measuring devices, semicircular, and circular (dhanur-yantra/chakra-yantra), a cylindrical stick yasti-yantra, an umbrella-shaped device called the chhatra-yantra, and water clocks of at least two types, bow-shaped and cylindrical. Bakhshali Manuscript discussed the place-value system first in the 3rd century. Georges Ifrah, the mathematician from France, acknowledged that awareness of zero by Aryabhata in place-value system because of a place holder for the powers of 10 with null coefficients. Instead of using Brahmi numerals Aryabhata continued the tradition from Vedic times by using letters of the alphabet for denoting numbers, expressing quantities, such as the table of sines in a mnemonic form (Indian Streams Research General, September 2012). The Surya Siddhanta laid foundational rules to determine the true motions of the luminaries and introduced the sine, cosine trigonometric functions. Aryabhata devised the formulae for calculating the area of triangle and circle. He also devised the same for pyramid and sphere. Formulae for triangle and circle were correct. Most historians claimed that formulae for sphere and pyramid were incorrect. He created a table of sines and versine with formula sin (n+1) x – sin nx = sin (n-1) x – (1/225) sin nx versin= 1 – cosine Aryabhata’s definition of jya (sine), kojya (cosine), urkrama-jya (versine), and otkram-jya (inverse sine) influence the trigonometry (Indian Streams Research General, September 2012). Aryabhata concluded that the approximation for pi ([pic]) is irrational. In Ganitapada he gave the formula for the ratio of circumference to the diameter as ((4 + 100) Ãâ€" 8 + 62000)/20000 = 62832/20000 = 3.1416, which is accurate to five significant figures (Aryabhata – Indian Mathematician). The speculation was that Aryabhata used ‘Ä sanna’ (means approaching), to mean that not only is this approximation but also that the value is irrational. This shows quite a sophisticated insight from him because Lambert proved the irrationality of pi in Europe only in 1761. Bhaskara’s commentary on Aryabhatiya discusses the topic known as Diophantine equations, e.g., integer solutions to the equations that have the form ax+by = c. That formula to find value of N stated as N = 8x+5 = 9y+4 = 7z+1. It turns out that the smallest value for N is 85. Vedic text Sulba Sutras discussed these notoriously difficult diophantine equations. Aryabhata provided rules of algebra in the Aryabhatia and those are as follows: and  13 + 23 +†¦+n3= (1+2+†¦+n) 2 In some texts, Aryabhata seems to ascribe the apparent motions of the heavens to the Earth’s rotation. He believed that the planet’s orbits as elliptical rather than circular. Aryabhata correctly insisted that the earth rotates about its axis daily and that the apparent movement of the stars is a relative motion caused by the rotation of the earth, contrary to the then-prevailing view in other parts of the world that the sky rotated. The first chapter of the Aryabhatiya indicated this, where he gives the number of rotations of the earth in a yuga, and made more explicit in his gola chapter (A He used analogy of movement of boat going forward. During this movement person feels an unmoving object going in opposite direction than the boat. With this analogy he discussed the appearance of unmoving stars going uniformly westward. The cause of rising and setting is that the sphere of the stars together with the planets apparently turns due west at the equator, constantly push ed by the cosmic wind. Aryabhata described a geocentric model of the solar system, in which he mentioned that the Sun and Moon in turn revolve around the Earth. He calculated the positions and periods of the planets with respect to uniformly moving points. He stated that speed at which Mercury, Venus, and Sun move around the Earth is identical and is different from the specific speed of Mars, Jupiter, and Saturn. He represented each planet’s motion through the zodiac. Most historians of astronomy expressed that this two-epicycle model reflects elements of pre-Ptolemaic Greek astronomy. Historians saw another element in Aryabhata’s model, the Å›Ä «ghrocca, the basic planetary period in relation to the Sun as a sign of an underlying heliocentric model. He explained  solar and lunar eclipses. He stated that the Moon and planets shine by reflected sunlight and explained eclipses in terms of shadows cast by and falling on Earth. His theory explained the lunar eclipse occurs when the moon ent ers into the Earth’s shadow and discussed the length the size and extent of the Earth’s shadow. He provided the computation and the size of the eclipsed part during an eclipse. Later Indian astronomers improved on the calculations, but Aryabhata’s methods provided the core. Aryabhata calculated the sidereal rotation as 23 hours, 56 minutes, and 4.1 seconds; the modern value is 23:56:4.091. Similarly, his value for the length of the sidereal year at 365 days, six hours, 12 minutes, and 30 seconds is an error of three minutes and 20 seconds over the length of a year (Indian Streams Research General, September 2012). Aryabhata’s work influenced the Indian astronomical tradition and several neighboring cultures through translations. His work as translated in Arabic during the Islamic Golden Age (c. 820 CE). Al-Khwarizmi cited some of his results and in the 10th century Al-Biruni stated that Aryabhata’s followers believed that the Earth rotated on its axis. Aryabhata’s astronomical calculation methods were also very influential. Islamic world widely used the trigonometric tables to compute many Arabic astronomical tables (zijes). Calendric calculations devised by Aryabhata and his followers contributed the practical purposes of fixing the Panchangam (the Hindu calendar). Other cultures used this for forming the calendar systems. India honored Aryabhata by naming India’s first satellite as Aryabhata. An Institute for conducting research in astronomy, astrophysics, and atmospheric sciences is the Aryabhatta Research Institute of Observational Sciences (ARIOS) near Nainital, India. Indian authorities named the inter-school math competition as ‘Aryabhata Maths Competition’, as is Bacillus Aryabhata, a species of bacteria discovered by ISRO scientists in 2009. References Indian Streams Research General: Avhale, P. S; Waghmare, R. V.; Kolhe, S. B. Indian Streams Research Journal. Sep2012, Vol. 2 Issue 8, Special section p1-5. 5p. Retrieved from https://ehis.ebscohost.com/eds/detail?vid=2&hid=117&sid=d84c9078-6d85-4131-9209-e44cdb4cba58%40sessionmgr110&bdata=JnNpdGU9ZWRzLWxpdmU%3d#db=a9h&AN=82351338

The Torment of Saint Anthony - 635 Words

The Torment of Saint Anthony The Torment of Saint Anthony (c. 1487- ¬88), an oil and tempera on a panel, is believed to be the first painting by Michelangelo inspired by an engraving by Martin Schongauer (c. 1470-75) when Michelangelo was 12 or 13 years old (Vogel. 2009). It is one of the four surviving panel paintings by Michelangelo, who, according to one biographer, had spoken with disdain of oil painting in later life. It was purchased by an American art dealer at a Sotheby’s auction in July 2008 for $2MM. It was brought to the Metropolitan Museum of Art where it was cleaned of grime, overpainting and discoloration. It was examined by infrared reflectogram and x-rayed for the first time and, on the basis of stylistic hallmarks such as†¦show more content†¦X-rays revealed it was painted on a poplar panel still in excellent condition except for a few worm holes. Michelangelo had used primer first then scraped it away to create darker shapes for St. Anthony and some of the demons. Infrared reflectogram revealed two types of under- drawings using a liquid medium to outline the figures and drapes, and parallel cross-hatching for the landscape and rock formations. The ocean and ship at the bottom of the painting are a nod to the ill-fated voyage of St. Anthony from Portugal to Morocco where he was to be a missionary to the Muslims in that country. St. Anthony’s ship, however, was c aught in a violent storm and landed in Sicily. The fish-like demons are probably suggestive of the fish as a Christian symbol. The many layers also revealed shifting of some of the forms such as the tail of a fish-demon moved to encircle the head of a smaller demon for improved composition. After the work was cleaned, it displayed a palette of colors that may have been the prelude to the colors used in the Sistine Chapel. The Last Supper The Last Supper by Leonardo da Vinci, painted between 1495 and 1498, on a dry wall instead of on wet plaster, is not considered a true â€Å"fresco.† A fresco cannot be corrected as the artist works, so daVinci sealed the stone wall with a layer of pitch, gesso and mastic, then used tempera upon this sealing layer (The Last Supper, 2009). daVinci hasShow MoreRelatedTorment of Saint Anthony979 Words   |  4 Pages Torment of Saint Anthony by: Giovanni Giroiamo Savoldo Located at: Timken Museum in Balboa Park For this assignment, I decided to explore the artwork displayed in the Timken Museum located in Balboa Park. 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