...product because you don’t know if it gives you energy or not, and also you don’t know if the product is healthy for you to drink. 3a. A scientific theory describes a well tested explanation that unifies a broad range of observations and hypotheses and that enables scientists to make accurate predictions about new situations. 3b. The word theory in daily life means someone is not too certain about the idea or a hypothesis. In science theory means a well tested explanation for a range of phenomena. 4a. Science is related to society by developing technology, building knowledge, satisfying curiosity, addressing societal issues, informing policy, and solving everyday problems. 4b. Some limitation of science are that science cannot answer questions about why life exists or what the meaning of life is or whether it can be applied in particular ways. 4c. Some biases might be that the researcher has a preference for the pesticide since he works for the company, and he might misapply the data because he wants the study to look good for the company. 5. Science is considered a way of knowing because it helps us with knowledge about the world and it is a...
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...WORD WITHIN THE WORD List 1 Stem Meaning 1. ante before 2. anti against 3. bi two 4. circum around 5. com together 6. con together 7. de down 8. dis away 9. equi equal 10. extra beyond 11. inter between 12. intra within 13. intro into 14. mal bad 15. mis bad 16. non not 17. post after 18. pre before 19. semi half 20. sub under 21. super over 22. syn together 23. sym together 24. tri three 25. un not WORD WITHIN THE WORD List 2 Stem Meaning 1. archy government 2. ard always 3. cide kill 4. ician specialist 5. itis inflammation 6. aqua water 7. audi hear 8. bell war 9. cap take 10. cise cut 11. bio life 12. auto self 13. port carry 14. scrib write 15. logy science 16. dict 17. cred 18. cent 19. neo 20. ad 21. cede 22. miss 23.centri 24. biblio 25. anthropo say believe one hundred new to go send center book man WORD WITHIN THE WORD List 3 Stem Meaning 1. homo same 2. spec look 3. duct lead 4. fer carry 5. pend hang 6. micro small 7. hydro water 8. photo light 9. pan all 10. penta five 11. tele far 12. vid look 13. omni all 14. ex out 15. poly many 16. re again 17. hypo under 18. pseudo false 19. neuro nerve 20. tomy cut 21. hema blood first • 22. proto sound • 23. phon one • 24. mono life • 25. viv *Sometimes when we use a stem in a word, the ending of the stem may be changed. WORD WITHIN THE WORD LIST 4 Stem 1. morph 2. vest 3. bene 4. pond 5. corp 6. dorm 7. pater 8. nov 9. punct 10. ject 11. tion 12. loco 13. dox 14. amphi 15. magn 16. eu 17. endo 18. phobia 19. ortho 20...
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...CATEGORY WISE NAME OF THE DISTRICT: NALGONDA MANAGEMENT: GOVT. and Z.P./M.P.P MEDIUM: TELUGU CATEGORY OF THE POST : SA - Non-Languages Grand Total Social Studies Agency Agency Plain Plain Total Total Total SCHOOL ASSISTANT - Non-Languages Maths Agency Sl.No. Community Plain Plain Total Phy. Science Agency Plain Total Bio. Science Agency 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 O.C.(Gen) O.C.(W) B.C-A(Gen) B.C-A(W) B.C-B(Gen) B.C-B(W) B.C-C(Gen) B.C-C(W) B.C-D(Gen) B.C-D(W) B.C-E(Gen) B.C-E(W) S.C - (Gen) S.C - (W) S.T - (Gen) S.T - (W) VH (Gen) VH (W) HI (Gen) HI (W) OH (Gen) OH (W) Ex-ser (Gen) Ex-ser (W) 15 9 3 1 3 1 1 0 2 2 1 1 5 3 2 1 0 0 1 0 1 0 2 0 15 9 3 1 3 1 1 0 2 2 1 1 5 3 2 1 0 0 1 0 1 0 2 0 9 4 0 1 2 1 0 0 2 0 1 0 3 2 1 1 1 0 0 1 0 0 0 0 9 4 0 1 2 1 0 0 2 0 1 0 3 2 1 1 1 0 0 1 0 0 0 0 7 5 2 0 2 0 0 1 1 1 0 1 3 1 2 0 0 0 1 0 0 0 2 0 7 5 2 0 2 0 0 1 1 1 0 1 3 1 2 0 0 0 1 0 0 0 2 0 14 8 3 1 3 1 0 0 3 1 2 0 5 2 2 1 0 0 0 0 1 0 1 0 14 8 3 1 3 1 0 0 3 1 2 0 5 2 2 1 0 0 0 0 1 0 1 0 45 26 8 3 10 3 1 1 8 4 4 2 16 8 7 3 1 0 2 1 2 0 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 45 26 8 3 10 3 1 1 8 4 4 2 16 8 7 3 1 0 2 1 2 0 5 0 Total 54 0 54 29 0 29 29 0 29 48 0 48 160 0 160 DSC - 2012 PROFORMA - II STATEMENT SHOWING THE NO. OF VACANCIES FOR DIRECT RECRUITMENT, MEDIUM WISE, CATEGORY WISE NAME OF THE DISTRICT: NALGONDA TELUGU Agency Sl.No. Community Plain...
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...have any subject specific questions about the content of this Mark Scheme that require the help of a subject specialist, you may find our Ask The Expert email service helpful. Ask The Expert can be accessed online at the following link: http://www.edexcel.com/Aboutus/contact-us/ Alternatively, you can speak directly to a subject specialist at Edexcel on our dedicated Science telephone line: 0844 576 0037 Summer 2010 Publications Code US023629 All the material in this publication is copyright © Edexcel Ltd 2010 6CH01_01 1006 Section A (multiple choice) Question Number 1 (a) Question Number 1 (b) Question Number 2 Question Number 3 Question Number 4 (a) Question Number 4(b) Question Number 4 (c) Question Number 4 (d) Question Number 5 Question Number 6 Question Number 7 Question Number 8 Question Number 9 Correct Answer B Correct Answer D Correct Answer D Correct Answer A Correct Answer B Correct Answer D Correct Answer C Correct Answer A Correct Answer B Correct Answer A Correct Answer C Correct Answer D Correct Answer C Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 Mark 1 6CH01_01 1006 Question...
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...(Calculator) Foundation Tier Friday 13 June 2014 – Morning Time: 1 hour 45 minutes Paper Reference 1MA0/2F You must have: Ruler graduated in centimetres and millimetres, protractor, pair of compasses, pen, HB pencil, eraser, calculator. Tracing paper may be used. Total Marks Instructions Use black ink or ball-point pen. Fill in the boxes at the top of this page with your name, centre number and candidate number. Answer all questions. Answer the questions in the spaces provided – there may be more space than you need. Calculators may be used. If your calculator does not have a button, take the value of to be 3.142 unless the question instructs otherwise. Information The total mark for this paper is 100 The marks for each question are shown in brackets – use this as a guide as to how much time to spend on each question. Questions labelled with an asterisk (*) are ones where the quality of your written communication will be assessed. Advice Read each question carefully before you start to answer it. Keep an eye on the time. Try to answer every question. Check your answers if you have time at the end. Turn over P43380A ©2014 Pearson Education Ltd. 5/5/6/c2/ *P43380A0132* GCSE Mathematics 1MA0 Formulae: Foundation Tier You must not write on this formulae page. Anything you write on this formulae page will gain NO credit. a Area of trapezium = 1 2 (a + b)h h b Volume of prism = area of cross section × length ...
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...1 www.oldwitchcraft.com 2 www.oldwitchcraft.com 3 INTRODUCTION The science of numerology can be traced back thousands of years. The Chinese, Japanese, Greek, Hebrews, Egyptians, Phoenicians, early Christians, Mayans, and Incas all used some form of numerology to gain a deeper understanding of themselves and the universe. Numerology is perhaps the easiest of the occult arts to understand and use. All you need is the birth date and the complete name of an individual to unlock all of the secrets that the numbers hold. (Most authorities agree that the full birth name as recorded on your birth certificate is the name that must be used for all calculations involving name.) There are eleven numbers used in constructing Numerology charts. These numbers are 1, 2, 3, 4, 5, 6, 7, 8, 9, 11, and 22. Larger numbers that occur from adding the numbers in the complete birth date or from the values assigned to each name are reduced by adding the digits together until the sum achieved is one of the core numbers. Merely add the components of the larger number together (repeatedly, if necessary) until a single digit (or the "master" numbers 11 or 22) results. Each of these numbers represents different characteristics and expressions. Master numbers are the only exception to rule of reducing to the single digit. The master numbers 11 and 22 are intensified versions of the single digit number they replace (2 and 4). These numbers suggest a potential for a high degree of learning and/or achievement...
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...免费下载-分享--Excel VBA 应用教程— 目 录 一、VBA语言基础 ...................................................................................................................1 第一节 第二节 第三节 第四节 第五节 标识符...................................................................................................................................1 . 运算符...................................................................................................................................1 . 数据类型...............................................................................................................................1 . 变量与常量............................................................................................................................1 数组.......................................................................................................................................2 . 第六节 注释和赋值语句....................................................................................................................2 第七节 书写规范...............................................................................................................................2 . 第八节 判断语句...............................................................................................................................2 . 第九节 循环语句...............................................................................................................................3 . 第十节 其他类语句和错误语句处理......................................................................
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...Assignment 1 – Environmental Footprint TABLE A. Ecological Footprint |Footprint Results | |(Answers to the following 2 questions will be given upon completion of footprint) | |If everyone lived like you, how many planet Earth’s would we need? |4.9 | |To support your lifestyle, how many productive global acres area needed? |21.8 | | | |Ecological Footprint Breakdown | |(Values can be obtained by scrolling over pie chart generated at completion of footprint) | |Percent of emissions from Food |14% | |Percent of emissions from Shelter |7% | |Percent of emissions from Mobility |14% | |Percent of emissions from Goods |25% ...
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...Symbols of faith final paper Biblical Numerology Backstage | The world is composed of complicated mathematics. We often speak of its ability to expose and explain a number of beliefs and scientific happenings. Truth is, it has found itself to be both the ‘chicken and the egg’ to most arguments. Numerical significance can be both a proof, demonstration of an idea, or it can be the reason for the thought, concept, or philosophy. By definition, scholars believe that numerology is the placing of meaning on numbers in the Scriptures. Numerology is by no means restricted to Christianity, even though we choose to make it our focus for the purpose of this paper. Numerology attempts to explain the reason why God used numbers as he did, and what he was potentially trying to tell us. Thorough analysis and interpretation efforts have taken place along the years, in other to find meaning behind this scientific, most often philosophical, symbol use. “The Pythagoreans made number games philosophically respectable, and the great authority of Plato raised mathematics into theological realms. But at the lowest level, numbers remained magical.” The fall of the Roman Empire, caused a challenging transition for many, especially in terms of religion. From Paganism to Christianity, many had to look for a meaning, and be convinced, or understand, regardless of doubts that a new religion was to emerge. The early years of Christianity revolved around strong thinkers who were...
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...INSS 370 Final Exam Study Guide Below is a study guide for your final exam. There will be a combination of true/false and multiple choice questions. 1. Who is responsible for prioritizing the product backlog? 2. What does a burn‐down chart show? 3. What are the principles outlined in the Agile Software Development Manifesto? 4. If our highest priority is to satisfy the customer through early and continuous delivery of valuable software, in general, how can we do that? 5. In agile software processes are the highest priorities to satisfy the customer through early and continuous delivery of valuable software? 6. What traits need to exist among the members of an agile software team? 7. In agile development is it more important to build software that meets the customers' needs today than worry about features that might be needed in the future? 8. The ____ phase of the SDLC includes four main activities: requirements modeling, data and process modeling, object modeling, and consideration of development strategies. 9. One of the main activities in the systems analysis phase is ____ modeling, which involves fact‐finding to describe the current system and identification requirements for the new system. 10. How is planning performed on projects that use Agile approaches? 11. Who should be the main judge of the business value (think of the various roles within an agile team)? 12. How should work be allocated and who should allocate the work to the team in an Agile ...
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...really good. Yes, I have heard of good people, but not really good people. - Good statement. b. The world is not flat. Well, if you look at a map it is: - in what point of view - bad statement. c. I will need an extended period of laborious cogitation to assimilate the missive. This doesn't make any sense - bad statement. d. The number 2 is odd. Are we talking about an even number? I believe your confusion comes from the fact that 2 is a prime number, but it is still even. It is the only even number that is prime – false statement. e. If you believe in evolution, then your ancestors were filthy apes. There are two kinds of people in the world: - one is god prayer and the next is science believer. If you support the statement from the point of scientific theory of evolution by Darwin, then yes our ancestors are filthy apes, whereas if you think form the side of god’s prayer then the statement is false – good statement. f. Some swans are black. In this statement, I am not sure that some swans are black or not, all swans could be black or white – good statement. g. If you are a human, then you are a person. If you are an individual, then you are alive. Human is a person and of course the person becomes an individual and every individual breaths. This is universal truth and no one can prove it wrong - good statement. h. The Surgeon General has determined that drinking is bad for pregnant women. ...
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...អាណាចក្រភ្នំ អាណាចក្រភ្នំ គស 50-630 ទីតាំង * ៣០០លី លិចលីនីយ(ជនជាតិចាម) * ៧០០០លី Jenan(តុងកឹង) * ឈូងសមុទ្រធំមួយ * ទន្លេរធំមួយ លិចនឹងពាយព្យគឺសមុទ្រ * ១លី=៥៧៦ម=១៧២៨គម=> 1. កម្ពុជា 2. កម្ពុជាក្រោម 3. ថៃ(ភាគកណ្តាល) រាជវង្សមាន៖ 1. លីវយី(៥០-៦៨) 2. ហ៊ុនទៀន(៦៨) 3. ហ៊ុនប៉ានហួង៖ដែលជាមេទ័ពបានប្រើល្បិចវាយក្រុងទាំង៧នឹងបានដណ្តើមអំណាចពីព្រះ បាទហ៊ុនទៀន 4. ហ៊ុនប៉ានប៉ាង៖ជាកូនហ៊ុនប៉ានហួង 5. ហ្វាន់ជេម៉ាន់៖ជាអ្នកសំលាប់សោយរាជ្យបន្តរឺក៍ហ៊ុនប៉ានប៉ាងផ្ទេរអំណាចអោយ 6. គិនចេង(២២៥)៖ត្រូវជាកូនរបស់របស់ហ្វាន់ជេម៉ាន់ពីព្រោះគាត់បានស្លាប់ពេលវាយ នៅ គិនស៊ីន 7. ហ្វានឆាន(២២៥-២៤៥)៖បានសំលាប់គិនចេងដើម្បីសោយរាជ្យបន្តដែលត្រូវជាក្មួយហ្វាន់ជេម៉ាន់នឹងត្រូវជាបងប្អូនគិនចេង 8. ហ្វានឆាង(២៤៥-២៥០)៖ជាកូនពៅរបស់ហ្វានជេម៉ាន់បានមកសងសឹកនឹងសោយរាជ្យបន្ត 9. ហ្វានស៊ីយ៉ុន(២៥០-២៨៩)៖បានសំលាប់ហ្វានឆាងសោយរាជ្យបន្ត 10. ធៀនឈូឆានតាន(៣៥៧) 11. កៅណ្ឌិន្យ(៣៥៧)៖គាត់មានកូនពីរគឺស្រីឥន្រ្ទវរ្ម័ននឹងស្រេស្ធវរ្ម័ន 12. កៅណ្ឌិន្យជ័យវរ្ម័ន(៤៤២-៥១៤)៖មានបុត្រាពីរគឺគុណវរ្ម័នជាប្អូននឹងរុទ្រវរ្ម័នជាបងក៍ប៉ុន្តែគុណវរ្ម័នជាអ្នកសោយរាជ្យដែលត្រូវជាកូនកុលប្រភាវតីជាមហេសីរីឯរុទ្រវរ្ម័នជាកូនស្នំ។ដោយមិនសុខចិត្តព្រោះខ្លួនជាបងមិនបានសោយរាជ្យក៍ប្រើល្បិចសំលាប់ប្អូនដើម្បី សោយរាជ្យម្តង។ 13. គុណវរ្ម័ន 14. ចេនឡា ចេនឡា រុទ្រវរ្ម័ន(៥១៤-៥៥៦) គស ៥៥០-៨០២ 15. ឥសីកម្ពុស្វយម្ហូវ៖ 16. ស្រុតវរ្ម័ន៖ 17. ស្រស្ធវរ្ម័ន៖ 18. វីរវរ្ម័ន៖ 19. ភវរ្ម័ន(៩០០-៩២២)៖ * ទីតាំងរបស់ចេនឡានៅត្រង់តំបន់បាសាក់តាមដងទន្លេរមេគង្គដែលច្ចុប្បន្ននៅភាគ អាគ្នេយ៍ប្រទេសឡាវ...
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...– – – – • – – • – • • • • – – – – • • • – – – – – – Wood Stick Holder Premium Wood Stick Holder Glow in the Dark Stick Holder Brass Burner Premium Brass Burner Aroma Ring Votive Holder NIPPON KODO INCENSE HERB & EARTH STICKS STICKS Classic STICKS CONES AFRICAN AMERICAN Family Unity – – Rhythm Sensuality Spirituality • • • • Bergamot Cedar • • • Fashion & Style • Number 4 - 100-st Number 6 - 100-st Chamomile Frankincense Jasmine Lavender Orange Patchouli Peppermint Rose Sandalwood Vanilla GONESH DIFFUSER SETS 3 fl.oz. Coconut Lime Mango Peach Sweet Apple Vanilla Cream REFILLS - 6 oz Coconut Lime Mango Peach Sweet Apple Vanilla Cream HOLIDAY TRADITIONS Number 8 - 100-st Number 10 Number 12 Number 14 Variety 1 (6,8,12) - 30 st Variety 2 (2,4,10) - 30 st MORNING STAR STICKS GONESH® EXTRA RICH Amber Apple Cider Jasmine Lavender Sandalwood Christmas Dream (Winter) Nutcracker Dance (Winter) Snowy Sensations (Winter) Holiday Memories (Winter) SCENTED REEDS & OILS REEDS OILS Black Cherry Cedarwood Cherry Blossom Cinnamon Coconut Dragon’s Blood...
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...Mr. Weidenboerner Period 7 Purpose: To explore sensors and use them to knock down a box filled with bean bags without going over the edge of a precipice. Hypothesis: I think that designs with a high point of impact and and sensor placed out in front of the robot will have the best results. Group 2 | Trial | Distance from the Egde | 1 | 28 mm | 2 | 32 mm | 3 | 35 mm | 4 | 22 mm | 5 | fail | Average | 32 mm | Competion | Group | Average | 1 | 23 mm | 2 | 32 mm | 3 | fail | 4 | 7 mm | Program Flow: 1. #Include “Main.h” 2. 3. void main (void) 4. { 5. int limitswitch; 6. 7. // 0 is pressed 8. // 1 is not pressed 9. Wait (5000) 10. while (1==1) 11. { 12. limitswitch = Get DigitalInput (1); 13. if (limitswitch==1) 14. { 15. Set Motor (1.0); 16. Set Motor (10.0); 17. Wait (200) 18. } 19. else 20. } 21. Set Motor (1.-40); 22. Set Motor (10.40); 23. } 24. } 25. } Results: Group 1 cam in second place with an average of 23 mm from 5 trials. Group 2 (my group), came in third place with an average of 32 mm from the edge of the table. Group 3 came in last place with one fail and not having completed the rest of the trials yet. Group 4 came in first place with an average of 7 mm from the edge of the table. Conclusion: I think that...
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...@; do rep=1 to 3; do s1=1 to 3; do s2=1 to 2; input y @@; output; end;end;end; datalines; 1 1 12 13 14 15 23 22 15 16 17 18 24 15 26 25 18 19 20 21 1 2 23 10 23 20 15 33 26 13 26 23 16 12 18 36 29 16 29 26 1 3 21 15 34 23 16 19 24 18 37 26 17 17 19 22 27 21 40 29 2 1 13 18 23 14 18 21 16 21 26 17 19 20 21 24 19 24 29 20 2 2 16 16 13 25 19 21 19 19 16 28 20 18 22 24 22 22 19 31 2 3 17 24 15 17 19 21 20 27 18 20 20 26 22 24 23 30 21 23 ; proc print; run; /* lets consider A and B are random, and of course rep, samoplings ( s1 and s2 ) all are random */ proc glm; class a b rep s1 s2; model y=a b a*b rep(a*b) s1(rep*a*b); random a b a*b rep(a*b) s1(rep*a*b); run; proc varcomp method=type1; class a b rep s1 s2; model y=a b a*b rep(a*b) s1(rep*a*b); run; output: The SAS System 10:46 Wednesday, November 16, 2011 21 Obs a b rep s1 s2 y 1 1 1 1 1 1 12 2 1 1 1 1 2 13 3 1 1 1 2 1 14 4 1 1 1 2 2 15 5 1 1 1 3 1 23 6 1 1 1 3 2 22 7 1 1 2 1 1 15 8 1 1 2 1 2 16 ...
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