How third world countries Infrastructure have a profound effect on Research Paper

How third world countries Infrastructure have a profound effect on Logistics - Research Paper Example The logistic performance of the countries was measured on six components out of which the quality of infrastructure related to trade and transport such as ports, roads, railroads and communication technology topped the list. The other components were the efficiency with which customs and other border control agencies carried out the clearance process, the quality and competency of logistic services, ease of tracing and tracking of consignments, the ability to arrange shipments at competitive price and the reaching of the shipment within time schedule (SC Digest Editorial, 2012). Good quality infrastructure is considered to be the main requirement for sustainable development of a country. Efficient transport system and proper energy, sanitation and communication systems are needed not only for a decent standard of living but also for the economic growth and prosperity of a country (European Commission, 2014). Ondiege et al (2013) studied the less developed countries in Africa and found that they suffer from marked infrastructure deficit which has largely hampered growth prospects. Research done by Razzaque (1997) also showed that the Third World countries not only lacked logistic facilities but developing a good infrastructure in these nations was a daunting task. This was mainly due to rampant corruption, civil wars and lack of funds. In most countries the governments were also not committed enough as projects to improve infrastructure were abandoned halfway through Razzaque, 1997). In order to boost growth and development and respond to the changes in glob al businesses (developing logistics being one of them), the third world countries need to invest in infrastructure. Studies conducted by (Bhattacharya et al., 2012) show that infrastructure is one of the main determinants of logistic costs. Where logistics cost is

Easy A Essay Example | Topics and Well Written Essays - 250 words

Easy A - Essay Example Vasquez’s review on the other hand focuses on the negative aspects of the movie; he fails to appreciate and accept that this movie is comedy. He is extremely critical of the way in which Easy A presents humorous situations and he asserts that the focus on being ‘funny’ is so marked that the film fails to appreciate the other realities of life. Beck’s intended audience is a person who has not watched the movie as yet; hence the approach that invites everybody to watch it. It appears to appeal to the youngsters who are more interested in matters pertaining to sexuality. Vasquez on the other hand tries to focus the audiences that are ‘choosy’; who judge the pros and cons of every expenditure that they are about to make. By providing a viewpoint that opposes the idea of watching this film, he supports the notion that this movie is definitely not worth-watching. Vasquez’s language is not academic, as he makes use of various slangs to express his

Physics Essay Example | Topics and Well Written Essays - 500 words - 1

Physics - Essay Example Besides this, he had inventions that made him unique among other physicists. In 1951, Bardeen left Bell Laboratories and went ahead to carry out his own research at Illinois. It is here that he won two major Nobel prizes in physics. His first Nobel Prize was the transistor in which he shared with William Shockley and Walter Brattain. The second Nobel Prize was for explanation of the theoretical concept of superconductivity. He shared this prize with Leon Cooper and Bob Schrieffer. The microscopic theory of superconductivity was also known as the â€Å"BCS Theory†. They were the first ones to give â€Å"a coherent explanation at the microscopic level of a wide range of intricate and fascinating phenomena in metals at low temperature, known as and related to superconductivity† (Bruus and Flensberg 325). Besides the two Nobel prizes making him different from the other scientific geniuses in physics of the twentieth century, his â€Å"remarkable modesty, his deep interest in the application of science, and his genuine ability to collaborate easily with experimentalist and theorist alike† added to his being distinguished (Bardeen 288). Nick Holonyak, his first electrical engineering graduate student did develop the light-emitting diode thus honoring John Bardeen. Ernest Rutherford was a British physicist born in 1871 in New Zealand (Marshall Cavendish Corporation 1501). According to Eve and Wilson, Rutherford was â€Å"one of the most eminent physicists ever, and earned his scientific reputation primarily by his pioneering contributions to radioactivity and nuclear physics† (Kragh 1). In 1907 in Canada, he was greatly involved in research at Mc Gill University where he discovered atomic nucleus or radioactivity. At Victoria University of Manchester (known as university of Manchester today) together with Thomas Royds, they were able to differentiate and name the alpha and the beta radiation. They did prove that the alpha radiation is the helium

Activity Evaluation Essay Example | Topics and Well Written Essays - 1250 words

Activity Evaluation - Essay Example mining whether the available resources in a program have been efficiently utilized towards the end of meeting the set goals/ objectives while also importantly helping the one undertaking the evaluation to enhance the program especially by learning from the successes and correcting any mistakes that may have occurred during the implementation process (one gets to understand what is working and what aspects need reconsidering). Evaluation, just like the planning of health education is a continuous process and not a one-off affair that warrants continued revisions and updates. My activity evaluation of the project embraced more of a multi-pronged approach where several various methods were utilized to evaluate the effectiveness and efficiency of the implemented regime. In my endeavors, I employed various evaluation instruments such as interviews, questionnaires and data comparisons pre-and-post-implementation, all in attempts of conducting thorough process evaluation, impact evaluation and outcome evaluation. I collected feedback from the community regarding the health education program that had been implemented and the financial aid measures enforced therewith. I used a prepared check-list to determine whether the activities were being conducted as planned for process evaluation. For impact evaluation, I researched on behavior variations that are taking place as a consequence of the implemented activities, and also sought to know whether level of knowledge regarding Alzheimer’s had improved over time. In this very vein also, I desired to know whether a favorable attitude had been developed from our implementation, if a required skill had been instilled and if a harmful belief had been vanquished. I encountered a few challenges regarding outcome evaluation as I felt it required a bit more time to fully assess and stake claim on long-term changes as a doing of the program implementation. I was also unfortunately unable to completely, in such a short time, state the

Critically analyse how the government debt problems initially faced by Essay - 4

Critically analyse how the government debt problems initially faced by a few relatively small economies could trigger such a wide impact in financial markets - Essay Example Though the amount of exposure of each country and each financial market to the financial market of another country varies but the fact remains that no country can be considered as isolated in respect of interconnectedness. This particular essay discusses the effect of financial crisis on two particular markets that is derivative market and foreign exchange market. The essay tries to find the possible reasons due which financial crisis started from a particular country with a small economy gradually effects the financial markets globally. In this respect of this analysis both fundamental and identifiable factors are tried to be identified. Throughout centuries there have been several financial crises that have had large scale impact on the overall financial system. Different crisis in different timers have been triggered by different factors. However although there have been various triggering factors for different crisis the impact levels of the crisis have also varied depending on their reach and spread. A few examples of such crisis in the past are Asian crisis, Japan Crisis, Crisis of the Nordic countries. However the financial crisis of the dimensions of European financial crisis is unprecedented. The massive scale of the crisis was caused by two related factors the banking crisis and the crisis of the bond market (Ullah and Ahmed, 2014). The crisis first broke in 2007 when the banks felt uncertain about their investments in certain complex financial instruments. They increased interbank lending rates and virtually stopped lending to other banks. This led to serious liquidity problems for the banks in the short r un. At that time it was felt that the problem was more specific particular institution and those particular institutions may face default risk. However after default of major banks like Lehman Brothers, and risks concerning AIG which in turn took more financial institution with them in their downward

Rhetorical Analysis of My Dropout Boyfriend Kept Dropping In Essay

Rhetorical Analysis of My Dropout Boyfriend Kept Dropping In - Essay Example Now it was the â€Å"living outdoors† phase. The narrator-girlfriend defended her boyfriend by telling everyone that his act is a rebellious one, telling everyone that this is the boyfriend’s way of rebelling to the establishment. The â€Å"living outdoors† experiment of the boyfriend failed in the end. The narrator was partly happy because the boyfriend would finally return indoors, making everything â€Å"normal† again but then again, it is sad because the romance of living far from the reaches of technology and modern life failed as well. The text is actually a bit humoresque as it paints a picture of a college kid who is on the path to self-discovery. The lines â€Å"An  Oprah-esque voice in my head said: It doesn’t matter what people think as long as he feels fulfilled. But another voice in my head, the one that avoided self-help books and talk shows, was less convinced† saw through that. It is also very touching as it shows the persona also confused: will she support the boyfriend or not. Ultimately, she does because of her duty as a girlfriend but we know that she only does so because it’s her duty, and not because she passionately believes on the causes of the boyfriend. She is the practical one in the relationship, opting to stick to college. Her practicality even reaches up to the point that she knows what will happen to her after college, and the implications of being in college: â€Å"but over all once you attended college, you were on the straight-and-narrow path. Or at least, if the economy didn’t sink, you were on the non-homeless path.† The boyfriend is quite a compelling character. He is a typical â€Å"rebellious† kid, trying everything: being a â€Å"Goth, punk, anarchist, Marxist and Zen†. The girlfriend was so used to this lifestyle changes that she was not surprised when the boyfriend brought it up one day. This time, the reason was to be an ascetic, and he wants to follow the footsteps of Chris McCandless, the man who

Mathematics & everyone everyday Essay Example for Free

Mathematics everyone everyday Essay Mathematics is used in the lives of everyone everyday. Whether it is used by engineers designing a machine or by clothes shopper determining how much they will save, all use math and mathematic concepts. Mathematics has also been used for at least seven millennia by many of the early great civilizations. Many of those civilizations became very dependent on the use of math to create their great empires. The importance of math has not diminished since its infant years. Because of its importance how it is presented to students has become equally important. Only 30 years ago most students did not have calculators to aid them in learning. Today, high-tech calculators can carry out extremely complex mathematical equations in a fraction of a second. This has created a debate on whether or not the use of calculator benefit or hurt students. More specifically the debate is about how much use of the calculator should be used in the classroom. There is much debate on the research as to whether it truly helps or hurts students to over use or under use calculators. Much of the debate is based on subjective approaches to the research data as each side is trying to claim as much ground as they can in this debate. Both sides wish the best for the students want to see the students excel. However, they cannot agree on whether the calculators advance their mathematical education. History of Math Mathematics is a concept that has been around since the earliest records of written language. The oldest archeological mathematics discovery was found in Swaziland, Africa where a 170,000 year old Lebombo bone with notches chipped into it (Williams, 2005). These marks seem to indicate days in a month by adding a notch for every day that passes. Unfortunately, much of the history of how math developed is left to interpretation of archeological finds. Some speculate that the designs of monuments and buildings seem to have a geometric understanding, but that is entirely up to interpretation. As civilizations began to emerge two in particular developed complex mathematical systems: the Babylonians and the Egyptians. Around 1850 BC, the Babylonians developed a base-60 system of mathematics. This system seems to be modeled after how the Babylonians viewed time. They divided the day into 24 hours, with each hour having 60 minutes and each minute having 60 seconds. This is the same system that is used to describe modern time. This base-60 model seems more complicated compared to the modern base-10 system, but the Babylonians only had to learn two characters as opposed to learning 10 characters in the base-10 system (St Andrews, 2000). This mathematical system helped sustain one of the most powerful civilizations of the ancient world. The Egyptians also developed their own form of mathematics. They developed a base-10 system around 2700 BC. Part of the Egyptians desire to learn mathematics had to do with understanding time. The annual flooding of the Nile River was a very important event in Egypt. The Nile River was the lifeblood of the entire civilization and its annual flood ensure that the ground would be fertile enough to grow crops. Because of this important event, it became necessary for the Egyptians to find a way to calculate when the annual flooding would occur. Once their mathematical system was born, it was applied to other areas of their civilization, particularly in building. The result can still be seen with the Pyramids. The Greeks took mathematics to a high level along with the Chinese and the Indians. The biggest contribution the Greeks gave to math was removing unknown concepts and applying logic to math. Math and logic have definite similarities in that both have problems with absolute answers. The logic minded Greeks applied these concepts to mathematical principles. However, the Greeks logic limited their use of irrational numbers. This made their form of Algebra somewhat inadequate and some speculate that it set back mathematical progress several centuries (UL, 2008). Both the Chinese and the Indians were able to calculate the formation of pi. However much of early Chinese mathematics was destroyed during the book burning before 202 BC. Much of what as written is speculation based on works written after the burning. The significance of Chinese mathematics is how well it thrived while its western counterparts fell into a dark period. The Indians developed the concepts of trigonometry and would later develop an early form of calculus (Dutta, 2002). With the exception of the Muslims, mathematics entered a dark period. Throughout Europe, math was neglected along with many other sciences. However, in the 12th century, many European scholars sought after scientific texts the Arabs had translated. The created a rebirth in European interests in mathematics. With the Arab texts, the Hindu-Arab numerals were introduced and eventually became the norm of mathematic script. By the time the Renaissance period began, the interest in mathematics exploded. Navigation brought an interest in detailed maps. This spawned a need for trigonometry. From this point forward, math advanced continued to expand. In the 17th century, Isaac Newton discovered both the laws of physics and modern calculus. John Napier developed the concept of decimals which helped replace the limitation of fractions. Since the 17th century, many more development is the field of mathematics has been made. Math is now applied to most fields of science. Scientists have found that math has proven particularly accurate in the fiends of chemistry, astronomy, and physics. Along with reading math has become the foundation of all learning. History of Calculators The earliest form of calculators was known as abacuses. These simple devices helped in the arithmetic calculations. They were often made with a wood frame with beads strung across the frame. Each string would represent a different base unit. One string would represent an individual unit, another 10 units, another 100, and so forth. The Roman and Chinese abacuses were very similar in this respect. So much that some speculate whether the two were developed together through trade. No evidence has been found to support this other than the similarities (Messina, 2008). These early calculators can be found in some places today where technology is not thriving such as rural town in the Far East. The first mechanical calculator was invented in 1623 by William Schickard. He invented a machine called the Calculating Clock that could do simple adding and subtracting up to 999,999. Beyond that, a bell would indicate a numeric overflow error. Although this machine could only add and subtract, John Napier, in 1617, discovered a logarithm that could calculate multiplication and division through adding and subtracting (Smart Computing, 2008). In 1822, Charles Babbage came up with the idea called a difference engine. This mechanic device could store up to seven numbers of 31 characters each. He later developed another model called an analytical engine. This device was steam driven and was around 100 feet by 30 feet in size. This machine could hold 1000 number of 50 digits. All four arithmetic operations plus square roots could be calculated by this machine. Unfortunately, eight years after Babbage died in 1871, the British Association for the Advancement of Science recommended against the machine and thus no government funding would be provided to complete the machine (Stanford, 2008). Other calculator inventions came during the 19th century but it was in the 20th century that the calculator can into its own. Mechanical calculators began to be more prevalent in major suppliers. Two World Wars helped advance calculators through the use of computers and microelectronics. In 1955, IBM introduced the first transistorized calculator (IBM, 2008). Three years later, Casio introduced the first compact calculator. However, it was Texas Instruments in 1967 that introduced what is the predecessor to the modern hand held calculator. By the 1970s, pocket calculators began to enter the market place. First in Japan, these calculators could perform simple computations. The only problem was the calculators were very expensive, a tape display, and its power supply was limited. These problems were fixed through several innovated solutions. First was the Liquid Crystal Display screen, or LCD. The LCD allowed the calculator to display the results on a screen that can change rather than using thermal paper that was both cumbersome and needed constant replacing. Another novel concept was the use of replaceable batteries. This meant the calculator could truly be portable and not limited to an electrical outlet. Over time the power consumption of the calculator was reduced and solar panels were able to power the pocket calculators. This further freed users to use the calculators where ever they needed them. Calculators have now becomes commonplace in homes, businesses, and schools. Calculators have become powerful enough that pocket calculators can now calculate complex algebra and calculus equations in a fraction of a second. Computers and the Internet allow for even more levels of complexity.