20 Christmas Quotes to Make You Feel Like a Kid

20 Christmas Quotes to Make You Feel Like a Kid As children, all of us believed in Santa. Christmas meant gorging on cookies, milk, and pudding, opening the gifts with gusto, and listening to grandpas stories around the Christmas tree. However, with time, innocence is replaced by skepticism. Christmas is now a time to let your hair down and party till the wee hours. If you miss those wonder years, read these cute Christmas quotes. Sometimes, it is fun to be a kid again...or at least feel like you are. Cute Christmas Quotes for Kids and Adults Hamilton Wright Mabie Blessed is the season which engages the whole world in a conspiracy of love. George W.Truett Christ was born in the first century, yet he belongs to all centuries. He was born a Jew, yet He belongs to all races. He was born in Bethlehem, yet He belongs to all countries. Henry Wadsworth Longfellow I heard the bells on Christmas Day; their old familiar carols play, and wild and sweet the word repeat of peace on Earth, good-will to men! Norman Vincent Peale Christmas waves a magic wand over this world, and behold, everything is softer and more beautiful. Walter Scott A Christmas gambol oft could cheer; The poor mans heart through half the year. Charles Dickens I will honor Christmas in my heart, and try to keep it all the year. Larry Wilde Never worry about the size of your Christmas tree. In the eyes of children, they are all 30 feet tall. Don Meredith If ifs and buts were candy and nuts, wouldnt it be a Merry Christmas? Washington Irving Christmas! Tis the season for kindling the fire of hospitality in the hall, the genial fire of charity in the heart. Bing Crosby Unless we make Christmas an occasion to share our blessings, all the snow in Alaska wont make it white. Dale Evans Christmas, my child, is love in action. Bob Hope My idea of Christmas, whether old-fashioned or modern, is very simple: loving others. Come to think of it, why do we have to wait for Christmas to do that? Benjamin Franklin A good conscience is a continual Christmas. Edna Ferber Christmas isnt a season. Its a feeling. Mary Ellen Chase Christmas, children, is not a date. It is a state of mind. Dale Evans Christmas, my child, is love in action. Every time we love, every time we give, its Christmas. Jerry Seinfeld Thats the true spirit of Christmas; people being helped by people other than me. Peg Bracken Gifts of time and love are surely the basic ingredients of a truly merry Christmas. Calvin Coolidge Christmas is not a time nor a season, but a state of mind. To cherish peace and goodwill, to be plenteous in mercy, is to have the real spirit of Christmas. Margaret Thatcher Christmas is a day of meaning and traditions, a special day spent in the warm circle of family and friends.

Exploratory Essay on Immigration

Exploratory Essay on Immigration Exploratory Essay on Immigration Immigration into the USA has recently become a contentious issue in the national debate. Democrats and Republicans have clashed with each other, and with the White House. Republicans have clashed with Republicans as well. Why is immigration such a problem to a country that was founded on immigrants, and has inscribed â€Å"Give me your tired, your poor, your huddled masses yearning to breathe free.† on their famous Statue of Liberty. There are several reasons that emerge in the debate. The historical source of immigrants and national identity is a main one. The original immigrants to the USA were in fact Anglo Saxon Protestants. As their national identity grew, they saw themselves as a Christian, Protestant, English speaking people and nation. As further waves of immigrants arrived, they were, if not Anglo Saxon, primarily western European, and Christian and mostly willing to learn English, and be absorbed into the American way. Even when the Irish, Italians and Polish made their way to the USA, although Catholic they were Europeans, who fit into the predominantly Anglo Saxon American identity. They were minorities, who learned English and accepted the status quo. Also, many of them brought needed skills to the country. This was a major factor of the sense of national identity, America was white, English and Protestant. The latent racial superiority overtones were only observed openly with regard to the African American slaves. However, as they were slaves and a small minority they were tolerated, if not welcomed. It is this that is driving some of the resistance to current immigration. The source of the new wave of immigrants is not European, or Anglo Saxon. Rather the main groups of immigrants are Latin Americans coming from South America, and the Caribbean island. They are predominantly Spanish speaking, unskilled, and Catholic, and arriving in great numbers. This threatens the national identity in various ways. The threat they pose to the original immigrants is first in the sheer magnitude of their numbers. In California, Texas, and Florida for example. This threatens to change the whole culture of these and other states. Instead of being absorbed into the American culture, learning English and providing skills, they are demanding education in Spanish for their children, and the majority has poor education, no English, few skills and no resources. Known as Hispanics there are about 50 million in the USA. Only Mexico has more. In the period 2010- 11 their numbers in the USA rose by 2.8 million. It is projected in 50 years time the Hispanics will constitute a third of the population of the USA. (U.S. Census Burea). It is this that has the Republicans concerned. With such numbers preferring to speak Spanish, be educated in Spanish, and keep their Catholic religion their immigration is seen as colonization. Their lack of skill and resources as a drain on social security, medical and educational resources. The massive amount of illegal immigrants already in the country is another problem. About 11 million are currently living in the USA illegally. To Republicans they are lawbreakers, criminals who need to be deported, not supported. Others say reality dictates they must be given legal status because it is impossible to arrest and deport them. Plus many have children that were born in the USA, are in schools, and see themselves as Americans. It is because of such complexities that immigration is such a contentious subject in the USA today. There seems to be no easy solution to the question of immigration into the USA, whether legal or illegal. Tips on writing: Exploratory essays ask questions to gather and share information on the topic about immigration. It is not necessary to find answers. Introductions for exploratory essays are broad, as you are making an inquiry into a topic, not proving a thesis. Present the topic and the questions you will ask. State your research question clearly state what you want to discover, and why. Identify the issue, its causes and other factors of immigration. Identify decision makers and other interested parties. You do not have to supply solutions as the paper is for the purpose of identifying the problem. If it happens that you need custom exploratory essays on immigration contact our professional writing company.

Supply chain manage Case Study Example | Topics and Well Written Essays - 750 words

Supply chain manage - Case Study Example All the parties will be happy and co-exist and eventually the supplier can even be the sole supplier. Bose uses the purchased items to make finished products of audio premium speakers for different companies which deal with automobiles, high fidelity systems and both consumer and commercial broadcasting systems. These final products are not for local use only but are supplied to other foreign nations as well. Since they are also not the only ones in the market making these products, they need to ensure that their final products meet the highest quality standards in order to not only beat the competitors but retain their customers as well. This therefore means that the products they purchase must be of the highest quality possible if they are to achieve the above mentioned goals. Quality raw materials always leads to quality finished products and this is the logic that Bose as a company employs when purchasing quality goods. Certification means that the supplier company is well qualified to handle the supplies according to the instructions of the customers. Bose Company is very specific and very demanding of its suppliers even to the extent of having them fill inventories and have a performance system which is used to evaluate them. If this same strict company on performance of the supplier is the one handling the certification, it means that the suppliers are really qualified in proving their supply work. Bose wants to ensure that suppliers are really taking their performance systems seriously which in turn mean that company is taking care of delivering on time and make improvements when their customers demand some areas to be improved. Handing certification is also a sign of appreciation on the part of Bose Company as the supplier company that is certified has gone an extra mile of improving all their services in case of complains or abides fully to the suggestions provided by

Tourism in Nova Scotia Case Study Example | Topics and Well Written Essays - 1000 words

Tourism in Nova Scotia - Case Study Example Shirley Young, Lelang Ott and Barbara Fergin have identified six distinct market segments from among all Americans travelers who visit Canada. This information has been published in a paper titled "Some Practical Consideration in Market Segmentation", which appeared in the August 1978 issue of the Journal of Marketing (Czinkota, Ronkainen. P-633). Of the six segments that have been identified four segments can be recognized as being a prospective customer base for Nova Scotia. The benefit Matching model suggests that Nova Scotia has all possible attributes that can satisfy travelers from each of the four prospective segments (See Table Below). Nova Scotia is a land of contrast therefore it can provide a variety of benefits to visitors. The entire province has a long scenic coastline with the Bay of Fundy serving as a special attraction because of unusually high high-tides that occur in the region. The interior of the province has natural forests and mountain ranges which allow visitors to observe the wild life or enjoy a memorable trekking and cycling experience. The rich history and the cultural heritage of the province provide foreigners with a unique experience. The extensive coastline presents abundant options for any one seeking water sports. Due to the diverse benefits that it offers Nova Scotia can provide a 100% satisfaction where benefits are concerned. (Destination Southwest Nova.com) Therefore a super match is obtained for each of the four market segments when the benefit matching model is applied (See Table Above). Family Sightseers, Outdoor Vacationers, resort Vacationers and Foreign Vacationers constitute 70% of the total US citizens who visit Nova Scotia. Therefore these segments are vital for Nova Scotia and the promotional campaign must be designed with this in mind. An Analysis of Prior Positioning Attempts for Promotion of Tourism in Nova Scotia and Recommendations for Improvement of Promotional Strategy There has never been constancy in the promotional strategy implemented by Nova Scotia's tourism authority. The frequent change in positioning has resulted in minimum impact where rise in market share is concerned; lack of constancy has also contributed to creating a confused image of the province in the minds of its potential customers. The earlier promotions have concentrated on benefits without any concern for the uniqueness of the place. Some examples of the

Applications of Multiple Integrals in Engineering

Applications of Multiple Integrals in Engineering Integrals are used to consider the full body on the basis of analysis done on a small part of it, but these analysis are just on a single dimension of any body, for e.g. if we take a cuboid it has three dimensions i.e. its length, breadth and the height. But by to analyse it we have consider all of its dimensions, this is where Multiple Integrals into application. Multiple integrals are there for multiple dimensions of a body. Now for taking a cuboid into consideration we need to be working in Triple Integration. The definition of a definite integrals for functions of single variable, while working with the integral of single variable is as below, f(x) dx we think of xs as coming from the interval a ≠¤ x ≠¤ b . For these integrals we can say that we are integrating over the interval a ≠¤ x ≠¤ b . Note that this does assume that a < b , however, if we have b < a then we can just use the interval b ≠¤ x ≠¤ a . Now, when we derived the definition of the definite integral we first thought of this as an area problem. We first asked what the area under the curve was and to do this we broke up the interval a ≠¤ x ≠¤ b into n subintervals of width Δx and choose a point, , from each interval as shown below, Each of the rectangles has height of f() and we could then use the area of each of these rectangles to approximate the area as follows, A ≈ f(Δx + f(Δx + f() Δx f() Δx To get the exact area then we take the limits as n that go till infinity, to fulfil the definition of definite integrals = This was how we integrate for a single dimension in a single variable, but we want to integrate a function of two variables, f (x, y). With functions of one variable we integrated over an interval (i.e. a one-dimensional space) and so it makes some sense then that when integrating a function of two variables we will integrate over a region of (two dimensional space). DOUBLE INTEGRALS We will start out by assuming that the region in is a rectangle which we will denote as follows, R = [a,b]*[c, d] This means that the ranges for x and y are a ≠¤ x ≠¤ b and c ≠¤ y ≠¤ d . Also, we will initially assume that f ( x, y) ≠¥ 0 although this doesnt really have to be the case. Lets start out with the graph of the surface S give by graphing f (x, y) over the rectangle R. Now, just like with functions of one variable lets first talk about what the volume of the region under S (and above the xy-plane) is. We will first approximate the volume much as we approximated the area above. We will first divide up a ≠¤ x ≠¤ b into n subintervals and divide up c ≠¤ y ≠¤ d into m subintervals. This will divide up R into a series of smaller rectangles and from each of these we will choose a point (,). Here is a sketch of this set up. Now, over each of these smaller rectangles we will construct a box whose height is given by f (,). Here is a sketch of that. Each of the rectangles has a base area of ΔA and a height of f (,) so the volume of each of these boxes is f (,).ΔA. The volume under the surface S is then approximately, V ≈ [f (,).ΔA] We will have a double sum since we will need to add up volumes in both the x and y directions. To get a better estimation of the volume we will take n and m larger and larger and to get the exact volume we will need to take the limit as both n and m go to infinity. In other words, V = [f (,).ΔA] Now, this should look familiar. This looks a lot like the definition of the integral of a function of single variable. In fact this is also the definition of a double integral, or more exactly an integral of a function of two variables over a rectangle. Here is the official definition of a double integral of a function of two variables over a rectangular region R as well as the notation that well use for it. = [f (,).ΔA] Note the similarities and differences in the notation to single integrals. We have two integrals to denote the fact that we are dealing with a two dimensional region and we have a differential here as well. Note that the differential is dA instead of the dx and dy that were used to seeing. Note as well that we dont have limits on the integrals in this notation. Instead we have the R written below the two integrals to denote the region that we are integrating over. Note that one interpretation of the double integral of f (x, y) over the rectangle R is the volume under the function f (x, y) (and above the xy-plane). V = We can use this double sum in the definition to estimate the value of a double integral if we need to. We can do this by choosing (,) to be the midpoint of each rectangle. When we do this we usually denote the point as (,). This leads to the Midpoint Rule, ≈ [f ( , ).ΔA] Now we be looking at how to actually compute double integrals. Fubinis Theorem If f (x, y) is continuous on R = [a,b]*[c, d] then, = These integrals are called iterated integrals. Note that there are in fact two ways of computing a double integral and also notice that the inner differential matches up with the limits on the inner integral and similarly for the out differential and limits. In other words, if the inner differential is dy then the limits on the inner integral must be y limits of integration and if the outer differential is dy then the limits on the outer integral must be y limits of integration. Now, on some level this is just notation and doesnt really tell us how to compute the double integral. Lets just take the first possibility above and change the notation a little. We will compute the double integral by first computing and we compute this by holding x constant and integrating with respect to y as if this were an single integral. This will give a function involving only xs which we can in turn integrate. Weve done a similar process with partial derivatives. To take the derivative of a function with respect to y we treated the xs as constants and differentiated with respect to y as if it was a function of a single variable. Double integrals work in the same manner. We think of all the xs as constants and integrate with respect to y or we think of all ys as constants and integrate with respect to x. In this case we will integrate with respect to y first. So, the iterated integral that we need to compute is, When setting these up make sure the limits match up to the differentials. Since the dy is the inner differential (i.e. we are integrating with respect to y first) the inner integral needs to have y limits. To compute this we will do the inner integral first and we typically keep the outer integral around as follows, (2x) dx = dx = dx Remember that we treat the x as a constant when doing the first integral and we dont do any integration with it yet. Now, we have a normal single integral so lets finish the integral by computing this. = 7 = 84 we can do the integral in either direction. However, sometimes one direction of integration is significantly easier than the other so make sure that you think about which one you should do first before actually doing the integral. The next topic of this section is a quick fact that can be used to make some iterated integrals somewhat easier to compute on occasion. Fact If f (x, y) = g (x)h( y) and we are integrating over the rectangle R = [a,b]*[c, d] then, dA = ().() So, if we can break up the function into a function only of x times a function of y then we can do the two integrals individually and multiply them together. Lets do a example using this integral. Example- Evaluate , R= [-2,3]*[0,] Solution- Since the integrand is a function of x times a function of y we can use the fact. ().() = . (] = + [y+] = DOUBLE INTEGRALS OVER GENERAL REGIONS In the previous section we looked at double integrals over rectangular regions. The problem with this is that most of the regions are not rectangular so we need to now look at the following double integral à ²Ãƒ ² f(x,y) dA Such figures show us the area that we have to consider and the details about that area i.e. the points from which its starting or finishing at etc. Lets do an example to understand these type of figures and problems well, Example- dA, where D is the region bounded by y = y = . Solution- In this case we need to determine the two inequalities for x and y that we need to do the integral. The best way to do this is the graph the two curves. Here is a sketch. So, from the sketch we can see that that two inequalities are, 0 ≠¤ x ≠¤ 1 , ≠¤ y ≠¤ √x We can now do the integral, dA = dydx = [2xy ]dx = + = TRIPLE INTEGRAL Now that we know how to integrate over a two-dimensional region we need to move on to integrating over a three-dimensional region. We used a double integral to integrate over a two-dimensional region and so it shouldnt be too surprising that well use a triple integral to integrate over a three dimensional region. The notation for the general triple integrals is, dV Lets start simple by integrating over the box, B = [a,b]*[c, d]*[r, s] Note that when using this notation we list the xs first, the ys second and the zs third. The triple integral in this case is, = Note that we integrated with respect to x first, then y, and finally z here, but in fact there is no reason to the integrals in this order. There are 6 different possible orders to do the integral in and which order you do the integral in will depend upon the function and the order that you feel will be the easiest. We will get the same answer regardless of the order however. Lets do a example of this type of triple integral. Example-Determine the volume of the region that lies behind the plane x + y + z = 8 and in front of the region in the yz-plane that is bounded by z = √y and z = y . Solution- In this case weve been given D and so we wont have to really work to find that. Here is a sketch of the region D as well as a quick sketch of the plane and the curves defining D projected out past the plane so we can get an idea of what the region were dealing with looks like. Now, the graph of the region above is all okay, but it doesnt really show us what the region is. So, here is a sketch of the region itself. Here are the limits for each of the variables. 0 ≠¤ y ≠¤ 4 ≠¤ z ≠¤ The volume is then, V = = [ = [ = dz =dy =(8-) = So this is it about the triple integrals as well as the multiple integrals, there are yet some details which are not covered like double integrals in polar coordinates, triple integrals in cylindrical coordinates, and triple integrals in spherical coordinates etc. APPLICATIONS IN MECHANICAL ENGINEERING Now the applications of multiple integrals in mechanical engineering are the basic applications of them i.e. to find areas and volumes of various bodies just by taking a little part of them into consideration. And this is applicable in various fields like while preparing a machine,or the parts to fitted in any machine its size and volume etc. are very important.

Leadership Challenge: Selecting Team Members

When we think leader, we think of the person in charge, the person who is making all the decisions within an organization. We believe that a leader should be charismatic, smart and able to influences others to do what they want and be successful at their role. Nahavandi (2006) defines a leader as a person who influences individuals and groups within an organization, helps them in establishing goals and guides them towards achievement of those goals, which allows them to be effective. In order to be a good leader you will need to be effective in your role. Effective leaders are proven when their supporters achieve their goals, can work together as a team and can adjust to the many changes within the company and the changing demands from exterior forces. Is there a difference between a manager and a leader? Most people would say that a good manager can be a good leader. The functions of a manager are similar to that of a leader; the functions of a manager are to bring order and regularity to the company by planning, budgeting, organizing, staffing directing and controlling. Throughout this report we will show the differences between leading and managing. Should the company move towards a team based, empowered organization and why. We will provide ways in which to deal with resistance to the new changes within the company. Leading vs. Managing Leading and managing is said to be different in the way they organize people. A manager’s role is to capitalize on the output of the company through managerial operation by organization, planning, staffing, directing and controlling. These functions allow the manager to focus on the resources in addition to people while leading focuses on influencing people. Both are needed in order for a company to be successful and effective. They are often considered to be the same thing, the main distinction between leading and managing is that we manage things and lead people. Pascale (1990) states that a managers do things right, while leaders do the right thing. You will need to lead the managers into the need of a team-based environment which will allow them to manage the lowest level employee to achieve their goals. The effectiveness of teamwork in a transfer to a team-based organization, consistency improvement practices by showing them learning by leading as an example, mentoring and guided delegation are important to improve the social effectiveness of the team as a whole. Team-based, empowered organization Moving to a team based environment in order to increase customer satisfaction can be considered to be a good thing for the company on a whole. Allowing the lower level employees the ability to make decisions that are within the best interest of the customer and that will benefit the company. They will get a sense of pride in their work because they are more involved in the development and decision making process of the company. There are many companies today who operate under a team-based environment, like 3M, General Electric and Deere & Co. They are known for their good management practice. While other companies were moving toward a more technology environment Deere realized to having a world class company was in the organizing its people. Deere brought their product and manufacturing engineering team together to create the yellow backhoe loader-digger. By doing so Deere the teams shift from tentative synchronized engineering to organized united engineering. Both teams were involved from the design phase to the production phase. In 1988 for the first time Deere had everyone from all the department involve in the production of their new machine, tool design, welding, product and manufacturing engineering, purchasing, the shop floor, and the accounting department. Moving your company to a team-based environment will benefit everyone involve from the lowest level employee to the managers and executive.

The Definitive Strategy to Professional Research Paper Format

The Definitive Strategy to Professional Research Paper Format You'll also wish to consider employing a literature overview. The paper should get off to a good beginning when it comes to clarifying unfamiliar information as not to depart from your readers puzzled. Writing research paper isn't just merely a compilation of related literature that could support the argument you're trying to raise, the findings you're trying to get, or the question you're attempting to reply. A research paper that concerns scientific issues is not only a free-style essay where you are able to tell readers whatever you desire. You will be happy you filled up the purchase form. There's a format for every person to follow for the simplicity of understanding. Even when you have necessary data, it can be pretty tricky to present it in an appropriate systematic manner in line with the rules of formalization. On top of that, you're confident your personal data will be held in strictest confidence. The Benefits of Professional Research Paper Format There it is possible to learn to construct the structure and its elements. A consistent structure ought to be used in the key headings and the subheadings. In the event the structure of the chief body has many levels, it is preferable to use different numbering styles. The precise structure of your paper will vary somewhat depending on the form of paper you've been requested to write. Utilizing APA format means you're following an internationally acceptable writing style to which many of the readers are extremely familiar too. This format is going to be used. The format to be used is dependent upon the topic that you have chosen. The format of your abstract also depends upon the sort of paper you're writing. For your research paper example to get going, you should announce your introduction with few sentences that show what type of research questions you'll be asking. Additionally, failing to acknowledge the work of others m ay lead to accusations of plagiarism, which then can cause consequences like a failing grade or even getting fired from your work. If your report is poorly written, individuals will tend to presume your research is also poor and you're giving the assessor a simple excuse to offer you a lower grade. A whole lot of students feel the impulse to begin writing immediately, although in case you speak to any professor out there, they will inform you how a superior illustration of a research paper is always superseded with a good plan. So, the one thing you need to do is simply to organize information you've found and texts you have written for your research. Let's consider the components of your research program and the way to compose a structured outline that will permit you to begin a research paper as fast and effectively as possible. Great research paper's examples almost always concentrate on novel suggestions to address which will be of value in the area. In case you're not able to do the research paper because of any reason, you can depend on ProfEssays to write for you in accordance to your requirements. Indicate the way the approach fits the general research design. Regarding, from which angle you examine your topic, it is going to reflect distinctive facets. Professional Research Paper Format - the Conspiracy If you're not certain how to then ask the computer department for support. Personal information is another means to receive information. Since you are going to learn from looking through any superior research paper example, writing a fantastic paper involves so far more than simply throwing a whole lot of text and citations into a word processor and hoping for the very best. College students should use a suitable numbering for unique sections. Fantastic research papers are all over the net for one to read. Before you begin your essay or research paper, you should get familiar with some overall APA rules. An individu al should realize that every Research Paper is a sophisticated writing because it must contain distinctive research and distinctive idea. A research paper is quite a significant kind of academic writing. Regardless of the character of your research, if you're writing a paper an outline can help you to not just organize your thoughts, but in addition function as the template for your whole paper. The goal of your abstract is to supply a brief yet thorough summary of your paper. After all, you're making a paper outline so that it is possible to guide yourself towards starting a research paper, so obviously, you won't need to enter the literature review practice. A crucial part of any research paper outline is going to be a literature review.