Barangay Official’s Duties and Responsibilities A barangay is the simplest unit of Local Government Unit. They handle a small community like purok or sitios. All places in the Philippines consist of this small LGU unit and barangay officials. In this article‚ you will have a brief idea about the duties and responsibilities of every barangay official that had been elected by their constituents. The Punong Barangay or the Barangay Chairman is the executive head of the smallest unit of the government
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Chapter 1 THE PROBLEM AND ITS SETTING Background of the Study In this era‚ most of the students are acquire to make some extra efforts on many fronts; it involves regulating their learning through the use of effective learning techniques. According to Target Informatics Pvt. Ltd. in India (2013)‚ today’s students are burned with loads to study. Study curriculum has become more extensive and complex than ever before. They only carry ever increasing weight of study material on their shoulders but
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Week 5- Process Improvement Plan Tricshone Jiles OPS 571 April 4‚ 2012 Professor Holly Hickman Overview Process control is a major factor in ensuring that a process is working to its maximum potential. Sometimes process control means that one must conduct research to see how a process improvement can be implemented. Process improvement normally results in adjusting and modifying particular tasks or steps in a process to make them run more efficiently and smoothly. According to
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Case Study 5 Suppose you now wanted to calculate duration estimates for these activities. How would you make use of the following approaches? Are some more useful than others? a. Expert opinion – Joe has years of administrative experience. This experience may have beneficial factors to assist in the management of this project. But because Joe has never actually managed a project before‚ he may need to look to fellow colleagues for assistance from time to time who have the experience. One person
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Lesson 3.1 1. Consider the mode‚ median‚ and mean. (a) Which average represents the middle value of a data distribution? Median (b) Which average represents the most frequent value of a data distribution? Mode (c) Which average takes all the specific values into account? Mean 2. What symbol is used for the arithmetic mean when it is a sample statistic? What symbol is used when the arithmetic mean is a population parameter? Statistic‚ x; parameter‚ μ 3. When a distribution
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NAME: ____________________________GRADE & SECTION: _________________ SCHOOL: _____________________________________________________________ PEERS IN RELATION TO THE ACADEMIC PERFORMANCE OF GRADE VI PUPILS OF MANANAO ELEMENTARY SCHOOL | Strongly Agree | Agree | Disagree | Strongly Disagree | 1. Friendship plays a part in studies. | | | | | 2. Friendship plays a key role in studies. | | | | | 3. You give value to your friend’s suggestions. | | | | | 4.
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Chapter 3 Methodology (Research Design or Methodology of the Study) This chapter contains the discussion of the research design‚ the locale of the study‚ the respondents of the study‚ research instruments and validation of instruments‚ research procedure and statistical treatment of the data used in the study. Research Design The descriptive method of research will be use in this study withthe questionnaire as the main tool in gathering the needed data. Also use to obtain information concerning
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balance sheet. The value was $3‚494.5 million. Therefore‚ Joanna found Nike’s debt plus equity to be $4‚791.4 million. Dividing the values for debt and equity each by $4‚791.4 million gave Joanna the weights to be used in the WACC formula. Debt was weighted as 27% and equity as 73%. Joanna then proceeded to calculate Nike’s costs of debt and equity. She found Nike’s cost of debt by dividing total interest expense‚ which was found on the income statement‚ by her previous calculation for debt. Nike’s
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Contents Univariate Data 2 Central tendency 2 Mean 2 Median 3 Mode 3 Trimean 3 Trimmed Mean 3 Spread 3 Range 3 Semi Inter Quartile Rang 3 Variance and Standard Deviation 3 Skew 3 Graphical Representations 4 Frequency Polygons& Cumulative Frequency Polygons 4 Histograms & Bar Graphs 4 Stem and Leaf plots 4 Box Plots 4 Describing Bivariate Data 4 Scatterplots 4 Pearson’s Correlation 4 Spearman’s Rho 4 Probability 4 Binomial Distribution 4 Assumptions:
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The doctrine of the mean states that for someone to be a good person they must occupy the “golden mean‚” meaning a person may become virtuous by acting between the extremes of excess and deficiency. For example during war‚ the two extremes would be for a soldier to be rash or cowardly‚ but being courageous is the accepted golden mean. According to Aristotle‚ virtue lies in between the two extremes‚ which are the vices‚ and thus a virtuous person is one who can find the mean that is relative to
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