Chocolate Industry Essay Example for Free

Chocolate Industry Essay * Indian chocolates industry is growing at a rapidly18-20% per annum. * Cadburys occupy about 72% of the chocolate/confectionery market with Dairy Milk, Five Star, Perk, Gems * The organized sector in chocolates constitutes 40%. Chocolate consumption in India is low, per capita consumption in urban India is estimated at about 250g compared to 8-10 kg in Switzerland. * Indian chocolate market is estimated to be close to Rs 2500 cr. of which metros like Mumbai and Delhi occupy a major share. HISTORY * 1765, First Chocolate Factory In the USA * 1800, Chocolate is an Industry * 1819, The Swiss Invest in a Chocolate Factory. * 1847, An English Company Introduced Fondant Chocolate * 1923, The CMA (chocolate manufacture association)was Established * 1956 Cadbury milk chocolate launched. * 1957 Cadbury 5 star launched. * 1970 Cadbury eclairs launched. * 1974 Amul chocolate launched. * 1986 Cadbury milk chocolate re-launched as Cadburys dairy milk. * 1991 Nestle chocolates TYPES OF CHOCOLATES 1. Unsweetened chocolate Unsweetened chocolate is chocolate in its rawest form. This unadulterated chocolate is also known as baking, plain or bitter chocolate and popularly used as the base for cakes, brownies, confections, and cookies. Unsweetened chocolate is made from pure chocolate liquor that has been refined and contains 50-55% of cocoa butter. 2. Milk chocolate Milk chocolate is the combination of chocolate liquor, cocoa butter, vanilla, milk solids, and lecithin. This type of chocolate could be kept up to a year if stored in a cool, dry place. Milk chocolate must contain at least 10% of chocolate liquor, 3. 7% milk fats, and 12% milk solids. 3. Semi-sweet chocolate and Bittersweet chocolate Both Semi-sweet and Bittersweet chocolate contain cocoa liquor, sugar, cocoa butter, vanilla, and sometimes lecithin. Semi-sweet and Bittersweet chocolate, if well wrapped and stored in a cool, dry place with good air circulation, could be kept for several years. Major types and brands of chocolates * Cadbury * Nestle * Amul Other * Comp co * Ferrero * Mars * Govind * Lindt * Hershey Chocolate global market share * The global chocolate market is expected to grow from $83. 2 billion in 2011. to $98. 3 billion in 2016 at an estimated CAGR of 2. 7% from 2011 to 2016. * The market in Asia is driving sales and is expected to hold a 20% share of the global market in 2016. The market in Asia is expected to have a high CAGR of 4. 7%. Chocolate global market share Source: (Euro monitor). Chocolate Market in India * Chocolate market is estimated to be around 2500 cores growing at 18-20% per annum. * Cadbury is the market leader with 72% market share * The per capita consumption of chocolate in India is 400 gram compared with 1. 9 kilograms in developed markets such as the United Kingdom * Over 70 per cent of the consumption takes place in the urban markets Chocolate Market in India A Snapshot * Jan. 2011 Kraft Foods acquires Cadbury India * Jul. 2011 Hershey’s exits JV with Godrej Group * Oct. 2011 Ferrero opens first production facility in India * Nov. 2011 Campco increases production to 23,000 ton. /year * Dec. 2011 Kraft Foods increases investments in Cadbury India The Indian confectionery market – Source:- Industry experts and leading manufacturers estimates, Promar’s trade interviews Indian confectionery industry Share by Volume 000 tonnes (2009) Source: (Euro monitor, 2009). Indian confectionery industry Share by Value (Rs cr. ) 2009 Source: (Euro monitor, 2009). CONSUMPTION SEGMENTATION BY AGE Segment| Share (%)| 2 to 8 years old| 16| 8 to 25 years old| 53|. 25 to 54 years old| 22| Over 55 years old| 7| Source: Ministry of food processing industries CONSUMPTION SEGMENTATION BY REGION Segment| Share (%)| North| 35| East| 12| West| 33| South| 20| Source: Ministry of food processing industries Product Variation Segment| Share (%)| Moulded Chocolates| 50| Count line bars| 33| Sugar panned| 13| Choco panned| 4| Source: Ministry of food processing industries Market share different company Company | Market share % | Cadbury | 72% | Nestle | 18% | Amul | 4% | Other | 6% | PRODUCTION YEAR WISE Source: Central Statistical Organisation (CSO). Import of Chocolate Sugar confectionery (value in us$) Source: commercae. nic. in Import of Chocolate Sugar confectionery (volume in mt ) Source: commercae. nic. in Consumer Trends * Mithai- is getting substituted by chocolates Convenient packaging and better shelf life. * Sudden spurt in advertisement between July Sep in festival seasons. * The range and variety of chocolates available in malls seems to be growing day by day, which leads to lot of impulse sales for chocolate companies. * Chocolates which used to be unaffordable, is now considered mid-priced. * Designer chocolates have become status symbols. * In past, consumers had negligible inclination for dark chocolates. But now we have seen a change in the Indian palate, which is increasing the base of this sub-segment Challenges in Indian chocolate industry * TEMPERATURE * UNAVAILABILITY OF CONTROLLED REFRIGERATION * RAW MATERIALS * TRANSPORTATION * THREAT FROM FOREIGN BRANDS Growth opportunities in Indian chocolate industry Untapped Market Limited Consumption: The fact that chocolate is not a traditional food, high prices and domestic production problems will provide the main problems to market growth. As these markets develop, prices will fall making these products more accessible to the wider population. However the Indian market is still untapped and provides immense scope for growth, both geographically as well as product basket wise. Chocolate consumption in India is extremely low. The per capita chocolate consumption in India is still much below the East Asian standards. Hence per capita consumption has a immense scope for improvement. Strategies for Growth Success in India 1. Revamp the product to keep the excitement alive. 2. Companies should look at new avenues, while expanding the reach of its products. Distribution will hold the key. Companies need to reach out to smaller towns, where three-fourths of the population does not even know the product. 3. Merger Acquisitions: Mergers Acquisitions with companies that match the product portfolio overall growth strategy should be considered which will not only strengthen the company to establish a stronger hold in the country but also ward off possible competition in the select category. Such collaborations will also facilitate companies to use each other’s distribution networks. Conclusion * Cadburys /Nestle occupy about 90% of the chocolate /confectionery market. * * While there are some places in India where people have never even tasted chocolates once. * Understanding the consumer demands and maintaining the quality will be essential. References * www. indiainfoline. com * http://www. marketsandmarkets. com/PressReleases/global-chocolate-market. asp * Central Statistical Organisation (CSO), Compiled by India stat. * http://www. espatial. com/articles/a-valentines-day-map-world-chocolate-consumption/ * www. ministryoffoodprocessingindustries. com * www. business-standard. com * http://www. indianmirror. com/indian/industries/chocolate. html * www. ibef. org * www. fmcg markets. com.

Report on Critical Review of Binary Search Tree Algorithm

Report on Critical Review of Binary Search Tree Algorithm What is Binary Search Tree? Binary search tree (BST) is a dynamic data structure, which means that its size is only limited by amount of free memory in the computer and number of elements may differ during the program executed. BST has aComparableKey (and an associated value) for each. All elements in its left sub-tree are less-or-equal to the node (, and all the elements in its right sub-tree are greater than the node (>). Assumexbe a node in a binary search tree. Ifyis a node in the left sub-tree ofx,thenkey[y] [x].Ifyis a node in the right sub-tree ofx,thenkey[x] [y]. A main pro of binary search trees is fast searching. There are three type of binary search tree: Inorder traversal Preorder traversal Postorder traversal In inorder traversal, the left sub-tree of the given node is visited first, then the value at the given node is printed and then the right sub-tree of the given node is visited. This process is applied recursively all the node in the tree until either the left sub-tree is empty or the right sub tree is empty. Java code for inorder traversal: public void printInorder(){ printInOrderRec(root); System.out.println(); } /** * Helper method to recursively print the contents in an inorder way */ private void printInOrderRec(Node currRoot){ if ( currRoot == null ){ return; } printInOrderRec(currRoot.left); System.out.print(currRoot.value+, ); printInOrderRec(currRoot.right); } In preorder traversal, the value at the given node is printed first and then the left sub-tree of the given node is visited and then the right sub-tree of the given node is visited. This process is applied recursively all the node in the tree until either the left sub-tree is empty or the right sub tree is empty. Java code for preorder traversal: public void printPreorder() { printPreOrderRec(root); System.out.println(); } /** * Helper method to recursively print the contents in a Preorder way */ private void printPreOrderRec(Node currRoot) { if (currRoot == null) { return; } System.out.print(currRoot.value + , ); printPreOrderRec(currRoot.left); printPreOrderRec(currRoot.right); } In postorder traversal, the left sub-tree of the given node is traversed first, then the right sub-tree of the given node is traversed and then the value at the given node is printed. This process is applied recursively all the node in the tree until either the left sub-tree is empty or the right sub-tree is empty. Java code for postorder traversal: public void printPostorder() { printPostOrderRec(root); System.out.println(); } /** * Helper method to recursively print the contents in a Postorder way */ private void printPostOrderRec(Node currRoot) { if (currRoot == null) { return; } printPostOrderRec(currRoot.left); printPostOrderRec(currRoot.right); System.out.print(currRoot.value + , ); } Full code example for BST //Represents a node in the Binary Search Tree. class Node { //The value present in the node. public int value; //The reference to the left subtree. public Node left; //The reference to the right subtree. public Node right; public Node(int value) { this.value = value; } } //Represents the Binary Search Tree. class BinarySearchTree { //Refrence for the root of the tree. public Node root; public BinarySearchTree insert(int value) { Node node = new Node(value); if (root == null) { root = node; return this; } insertRec(root, node); return this; } private void insertRec(Node latestRoot, Node node) { if (latestRoot.value > node.value) { if (latestRoot.left == null) { latestRoot.left = node; return; } else { insertRec(latestRoot.left, node); } } else { if (latestRoot.right == null) { latestRoot.right = node; return; } else { insertRec(latestRoot.right, node); } } } //Returns the minimum value in the Binary Search Tree. public int findMinimum() { if (root == null) { return 0; } Node currNode = root; while (currNode.left != null) { currNode = currNode.left; } return currNode.value; } //Returns the maximum value in the Binary Search Tree public int findMaximum() { if (root == null) { return 0; } Node currNode = root; while (currNode.right != null) { currNode = currNode.right; } return currNode.value; } //Printing the contents of the tree in an inorder way. public void printInorder() { printInOrderRec(root); System.out.println(); } //Helper method to recursively print the contents in an inorder way private void printInOrderRec(Node currRoot) { if (currRoot == null) { return; } printInOrderRec(currRoot.left); System.out.print(currRoot.value + , ); printInOrderRec(currRoot.right); } //Printing the contents of the tree in a Preorder way. public void printPreorder() { printPreOrderRec(root); System.out.println(); } //Helper method to recursively print the contents in a Preorder way private void printPreOrderRec(Node currRoot) { if (currRoot == null) { return; } System.out.print(currRoot.value + , ); printPreOrderRec(currRoot.left); printPreOrderRec(currRoot.right); } //Printing the contents of the tree in a Postorder way. public void printPostorder() { printPostOrderRec(root); System.out.println(); } //Helper method to recursively print the contents in a Postorder way private void printPostOrderRec(Node currRoot) { if (currRoot == null) { return; } printPostOrderRec(currRoot.left); printPostOrderRec(currRoot.right); System.out.print(currRoot.value + , ); } } //Main method to run program. class BSTDemo { public static void main(String args []) { BinarySearchTree bst = new BinarySearchTree(); bst .insert(10) .insert(40) .insert(37) .insert(98) .insert(51) .insert(6) .insert(73) .insert(72) .insert(64) .insert(99) .insert(13) .insert(9); System.out.println(The Binary Search Tree Example); System.out.println(Inorder Traversal:); bst.printInorder(); System.out.println(Preorder Traversal:); bst.printPreorder(); System.out.println(Postorder Traversal:); bst.printPostorder(); System.out.println(); System.out.println(The minimum value in the BST: + bst.findMinimum()); System.out.println(The maximum value in the BST: + bst.findMaximum()); } } Output example Linear Search Algorithm Linear search, also known as sequential search, is a operation that checks every element in the list sequentially until the target element is found. The computational complexity for linear search isO(n),making it mostly much less efficient than binary searchO(log n).But when list items can be arranged in order from greatest to lowest and the possibility appear as geometric distribution (f (x)=(1-p) x-1p, x=1,2),then linear search can have the potential to be greatly faster than binary search. The worst case performance scenario for a linear search is that it needs to loop through the entire collection; either because the item is the last one, or because the item isnt found. In other words, if havingNitems in the collection, the worst case scenario to find an item isNiterations. This is known asO(N)using theBig O Notation. The speed of search grows linearly with the number of items within the collection. Linear searches dont require the collection to be sorted. Example java program to show linear search algorithm class LinearSearchDemo { public static int linearSearch(int[] array, int key) { int size = array.length; for(int i=0;i { if(array[i] == key) { return i; } } return -1; } public static void main(String a[]) { int[] array1= {66,42,1,99,59,53,16,21}; int searchKey = 99; System.out.println(Key +searchKey+ found at index: +linearSearch(array1, searchKey)); int[] array2= {460,129,128,994,632,807,777}; searchKey = 129; System.out.println(Key +searchKey+ found at index: +linearSearch(array2, searchKey)); } } Output example Why Linear Search? Alinear searchlooks down a list, one item at a time, without skipping. In complexity terms this is an O(n) search where the time taken to search the list gets bigger at the same rate as the list does. Binary searchtree when starts with the middle of a sorted list, and it see whether thats greater than or less than the value it looking for, which determines whether the value is in the first or second half of the list. Skip to the half way through the sub-list, and compare again. In complexity terms this is an O(log n) search where the number of search operations grows more slowly than the list does, because it is halving the search space with each operation. For example, suppose to search for U in an A-Z list of letter where index 0-25 and the target value at index 20. A linear search would ask: list[0] == U? False. list[1] == U? False. list[2] == U? False. list[3] == U? False. . .. †¦ list[20] == U? True. Finished. The binary search would ask: Comparelist[12](M) with U: Smaller, look further on. (Range=13-25) Comparelist[19](T) with U: Smaller, look further on. (Range=20-25) Comparelist[22](W) with U: Bigger, look earlier. (Range=20-21) Comparelist[20](U) with U: Found it. Finished. Comparing the two: Binary search requires the input data to be sorted but linear search doesnt. Binary search requires anorderingcomparison but linear search only requires equality comparisons. Binary search has complexity O(log n) but linear search has complexity O(n). Binary search requires random access to the data but linear search only requires sequential access. (it means a linear search canstreamdata of arbitrary size) Divide and Conquer Algorithm Divide and conquer is a top-down technique for designing algorithms that consists of dividing the problem into smaller sub-problems hoping that the solutions of the sub-problems are easier to find and then composing the partial solutions into the solution of the original problem. Divide and conquer paradigm consists of following major phases: Divide Breaking the probleminto several sub-problems that are similar to the original problem but smaller in size. Conquer Solve the sub-problemrecursively (successively and independently). Combine these solutionsto sub-problems to create a solution to the original problem. The similarity with Binary Search Tree, it is a degenerate divide and conquer search algorithm but with no combine phase. It searches for akeyin asortedvector then returning theindexwhere the key was found or return -1 when not found. It also reduces the problem size by half each recursion. The algorithm definition: Divides sorted vector into 2 halves. The lower halves contain values less or equal the key and the higher half values greater than or equal the key. If the low index exceeds the high index the key is not in the vector. Compute the middle index of the vector. If the key equals the value at the middle of the vector, the index of the middle is returned If the key is less than the value at the middle of the vector, the lower half is searched If the key is greater than the value at the middle of the vector, the higher half is searched Only one of the halves is searched, reducing the problem size by half each time. Recursion Technique Recursionis a technique of solving problems that includes breaking down a problem into smaller and smaller sub-problems until get to a small enough problem that it can be solved trivially. Normally recursion includes a function calling itself. While it may not would appear to be much at first glance, recursion allow to write elegant solutions to problems that may otherwise be extremely hard to program. It is very similar with binary search tree that using divide and conquer technique which is breaking down problem into sub-problems. A binary search or half-interval search algorithm discover the position of a specified value within a sorted array. In each step, the algorithm compares the input key value with the key value of the middle element of the array. If the keys match, then a matching element has been found so its index is returned. Otherwise, if the looked key is less than the middle elements key, then the algorithm repeats its action on the sub-array to the left of the middle element or, if the input key is greater, on the sub-array to the right. If the remaining array to be searched is reduced to zero, then the key cannot be found in the array and a special Not found indication is returned. Every repetition eliminates half of the remaining possibilities. This makes binary searches very efficient even for large collections. Binary search requires a sorted collection. Additionally, binary searching can only be applied to a collection that allows random access (indexing). Worst case performance: O(log n) Best case performance: O(1) Recursion is utilized as a part in this algorithm because with each pass a new array is created by cutting the old one in half. The binary search procedure is then called recursively, this time on the new array. Commonly the arrays size is adjusted by manipulating a beginning and ending index. The algorithm exhibits a logarithmic order of growth because it essentially divides the problem domain in half with each pass. Conclusion The conclusion is there is never be the best approach to follow blindly, each of these algorithms has its pros and cons. So, if there is any scenario or problem, it should be analyze first and adopt one of these algorithms to find what’s suit. REFERENCE Implement Binary search in java using divide and conquer technique. Java search algorithm programs. 2014. [ONLINE] Available at:http://java2novice.com/java-search-algorithms/binary-search/. [Accessed 26 October 2014]. Best searching algorithm | java coding algorithms. 2014 [ONLINE] Available at:http://tekmarathon.com/2012/10/05/best-searching-algorithm-2/. [Accessed 26 October 2014]. Linear Search. 2014.Linear Search. [ONLINE] Available at:http://algorithms.openmymind.net/search/linear.html. [Accessed 26 October 2014]. Java Recursion with examples. 2014. [ONLINE] Available at:http://danzig.jct.ac.il/java_class/recursion.html. [Accessed 26 October 2014]. Divide-and-Conquer Algorithms. 2014.Divide-and-Conquer Algorithms. [ONLINE] Available at:http://www.personal.kent.edu/~rmuhamma/Algorithms/MyAlgorithms/divide.htm. [Accessed 26 October 2014]. Binary Search Trees. 2014.Binary Search Trees. [ONLINE] Available at:http://pages.cs.wisc.edu/~vernon/cs367/notes/9.BST.html. [Accessed 27 October 2014]. Binary Trees . 2014.Binary Trees. [ONLINE] Available at:http://www.cs.cmu.edu/~adamchik/15-121/lectures/Trees/trees.html. [Accessed 27 October 2014]. Data structures Why is Binary Search a divide and conquer algorithm? Stack Overflow. 2014. [ONLINE] Available at:http://stackoverflow.com/questions/8850447/why-is-binary-search-a-divide-and-conquer-algorithm. [Accessed 27 October 2014].

Implications of Research on Bilingual and Polyglot Aphasia :: Essays Papers

Implications of Research on Bilingual and Polyglot Aphasia Research conducted on bilingual and polyglot aphasics has brought interest into the field of linguistics mainly because of its contribution to L2 research, especially in providing explanations for the organization of distinct languages in the brain. Since there exists such a variation between individual cases, the most important thing to come out of this research is a set of factors involved in these aphasia cases as well as theories emerging from research. Some of these factors include: the language environment in which the aphasic recovers, influence of the L1, language mixing, brain lateralization for language, and the question of whether structurally similar languages follow a similar pattern of deficits and recovery. The main pathological implication—determining what is missing or misplaced inside a bilingual or polyglot aphasic’s brain—also shares importance with determining how different languages are structured in the brain. The history of research on bilingual aphasia into the 20th century begins with the work of two Frenchmen at the end of the 19th century by the names of Ribot and Pitres. Ribot wrote his paper, Les maladies de la memoire, in 1881 (Lebrun 12). Pitres, using seven polyglot aphasic patients as the basis for his work, published Etude sur l’aphasie des polyglottes in 1895 (Lebrun 11). Ribot’s conclusion about recovery in polyglot aphasics is known as Ribot’s rule, which basically states that L1 will recover more than any L2’s. Pitres’ rule, built off of Ribot’s, takes a different approach in saying that the language used most often â€Å"pre-morbidly†(i.e. before the onset of aphasia) is the one which will be regained the fullest, irregardless of that language being an L1 or L2. Various individual cases have cropped up which match both theories, so further research has attempted to explain variances in recovery of specific languages through other means. Also, after Pitres, the research focus became more one of examining deficits in syntax and morphology in an attempt to explain brain construction, and less of an analysis of â€Å"interesting language recovery† in these patients. Examining Theoretical Issues Another important component of the study of polyglot aphasia came with the distinction between compound and co-ordinate bilingualism, as examined by Lambert and Fillenbaum (1959). Although the state of being a â€Å"bilingual† is a hazy one, the distinction between the two concepts comes with the context of acquisition.

The Servants of Twilight :: Free Essay Writer

The Servants of Twilight I recently read a mystery novel called The Servants of Twilight by Dean R. Koontz. Joey Scavello, a six-year-old boy, is the main focus of the book. His mother, Christine Scavello, owns a gourmet shop in Newport Beach, California. Together, the two live in Costa Mesa, a city near Los Angeles. The Church of Twilight, headed by a supposedly psychic woman named Grace Spivey, is the main force against Joey Scavello. Charlie Harrison is a private detective who helps the Scavello family evade the clutches of the members of The Church of Twilight, who are called The Servants of Twilight. It begins on a sunny afternoon in 1985 in the parking lot of a Costa Mesa mall. Christine Scavello and her son are walking to their car when an old woman appears and begins to shout, "He must die!" toward Joey, and rants the phrase, "Don't you know what he is?" Later, they see the same woman outside a window at their house and then she calls them on the phone several times, again saying that Joey must die. It is then that they decide to hire a private investigator. They go to the office of Charlie Harrison and he immediately gives them two bodyguards and a man to keep watch on their house. A while after they get home, two men come with guns, invade the house, and kill the bodyguards. Joey and Christine manage to escape, but know they must go to another city to be safe. After much research, they find that the people following them are from The Church of Twilight, lead by the old woman who confronted them at the mall, Grace Spivey. Eventually, they travel with Charlie all the way from Los Angeles to the mountains of Sacramento, trying to get rid of the "Twilighters". However, every time they stop in a city to rest, the "Twilighters" show up, again attempting to kill Joey. Grace Spivey uses her psychic powers to locate the boy. She believes that six-year old Joey is the antichrist and the son of the devil. She thinks he will rule the world for a thousand years if she does not kill him. The group ends up at Charlie's cabin in the mountains near Sacramento and they believe they are safe from the ten members of the church following them. However, they are wrong, as Spivey and her followers show up for the final confrontation.

Time Management Essay -- Lifestyle Living

'Things that matter most should never be at the mercy of thing that matter least'. We let this happen much too often. Many of us waste our time on things that are neither important nor necessary, instead of using that time for things that are significant. Time management is not only how to get more out of your time, but really how to become a better person. Time is a very hard thing to manage, because we can neither see it or feel it until it has passed. Before we can manage our time we must know exactly what time is. The dictionary describes it as, the duration of one's life; the hours and days which a person has at his disposal. How we dispose of that time is time management. It's the way we spend our time to organize and execute around our priorities. Remember just because time is intangible doesn't mean that it is not valuable. I want to teach you about the background of time management, the different styles and how to use them, and how it will change your life. Background Time management today is not as it was in the past. It has grown with time. Stephen R. Covey places time management into four generations. He feels it has evolved the same way society has. Each generation grows on the one before it. For example, the agriculture revolution was followed by the industrial revolution, which was then followed by the informational revolution. The first wave or generation is basically notes and checklist. Which really only identifies the demands placed on our time and energy. Calendars and appointment books characterize the second generation. This reflects an attempt to look ahead. The third generation is current time management field. It?s the last two generations with the ideas of prioritization, clarifying values, and comparing the worth of activities. It also includes the idea of making a specific plan to accomplish goals and activities that we determined to be of value. Because this all may be too restricting for people they turn to the previous genera tions to preserve relationships, and spontaneity. And the last generation, which is just beginning to emerge, is a different type of time management. The challenge is not to manage time, but to manage ourselves. The generation focuses on relationships and results. Time management is forever changing. We each see it in our own way. It has been used since the start of time and will only improve. Just beca... ...nd this style of time management to be the best. It incorporates the best of time management styles and combines them altogether in a very logical easy to understand manner. How Does It Change Your Life   Ã‚  Ã‚  Ã‚  Ã‚  Learning how to manage your time and successfully applying it to your life will liberate you. Really, time is the freedom and power we need to better ourselves. Once time management has become a way of life you will find your self-living a more relaxed lifestyle. Your whole life will become less stressful. While some stress is useful, it can help in focusing and increasing efficiency; too much stress creates problems. In fact, 70% of medical visits are stress related. Time management may very well improve you health. It may improve your career by helping you to be able to plan the use of your time so that tasks can be completed in timely manner, and so time is available for planning, thinking, and reflection. It will indubitably better your social life by giving you more time to spend with loved one. Also it will give you more personal time to yourselves. Because we are managing such a precious commodity that is time, the way it effects ourselves is endless and pr iceless.

Reasons for private tutoring in Egypt

Reasons for Private Tutoring in Egypt When it comes to education systems, Egypt has so many major problems. For Instance, the educational budget is too tight and the education itself is totally ignored by the government officials. Also, the courses are outdated and prehistoric. But the most terrible problem is the problem of private tutoring. Teachers, schools and students are to blame for this problem. First, the blame usually falls on the teachers.For one thing, some of them Just show up In class once at the beguiling of the school year and teach very well to attract students to their private lessons but never appear again in class. In Dalton, some of the teachers may force their students to Join the private lessons by saying: † Never dream of passing the participation test unless you Join my private lessons! † Another thing, teachers sometimes aren't well-trained. Therefore, they badly teach at class and eventually make the students resort to private lessons.Second, sc hools are also to blame for the problem of private tutoring. For example, public schools aren't well-equipped. You rarely see a well-organized computer or science lab in it. The classes are very old and unhealthy. They're also very crowded to the extent that you might see 50 or 60 dents accumulated in one class. Also, public schools lack activities that can help motivate students and develop their characters. Finally, there are reasons that make students resort to private lessons. For example, some of them can't understand what's being taught in class.Also, parents put so much pressure on their children. They keep asking them to be on top of the class and to Join top faculties. Furthermore, nowadays finding a Job is a very competitive process. Thus, students have to either become an engineer or a doctor to have comfortable living conditions which can only be achieved through private lessons throughout school years. To sum up, private tutoring is the result of the carelessness of sch ools, the greed of the teachers and taking advantage of the need of the students.Reasons for private tutoring in Egypt By Hager-Eater instance, the educational budget is too tight and the education itself is totally ignored teachers. For one thing, some of them Just show up in class once at the beginning of never appear again in class. In addition, some of the teachers may force their sometimes aren't well-trained. Therefore, they badly teach at class and eventually the problem of private tutoring. For example, public schools aren't well-equipped.

Introduction to Art Principles Essay

Writing about art can come across as something extremely challenging for someone who does not have any previous knowledge about art. A formal analysis is a breakdown of the artistes’ materials and how it is used and making a prediction the meaning of the piece. Besides the basic drawing classes I took in high school, a person like me could probably write a general paper on art but may not be able to put together and analytic essay. In the â€Å"Formal Analysis and Style† chapter of the Barnet book, it teaches you how to write a formal analysis, what formal analysis means, and what you should know about a piece of artwork before writing a one. In the beginning of the chapter, Barnet makes it fairly clear that a formal analysis is not a description of art, simply because of the fact that a description is based on what any person might see, rather than someone who is looking for the actual meaning of the work. The chapter then goes into detail on what you should look for when writing a formal analysis. Style conveys different â€Å"distinguishing characteristics† in artwork. It’s how we can categorize types of art (sculpture, painting) and time periods. Next, Barnet shows the reader how to begin to structure a formal analysis. He states that after analyzing the piece, basic notes, or the scratch outline, should be written. Once your scratch outline is finished, your notes should be organized and a more detailed outline should be formed. Once completed you should begin to write a draft. Barnet stresses the importance of knowing â€Å"what each paragraph says, and what each paragraph does.† Knowing the difference between drawings and paintings, sculptures, and architecture, in books and on the Internet is the last thing Barnet mentions in this chapter. He points out the pros and cons of this form of access to art. In conclusion, I fell like this chapter helped me understand how to properly write a formal analysis. However someone with knowledge could benefit just as much as someone who has no prior knowledge.