v/kh{kd dks Mkd forj.k dh vO;oLFkk ds fo"k; esa f’kdk;rh i= fyf[k‚A ¼[k½ izFke Js.kh esa nloha dh ijh{kk mŸkh.kZ gksus ij viuh NksVh cgu dks c/kkbZ i= fy[ksaA MATHS Use Euclid`s divison algorithm to find the HCF of each of the following pairs of numbers: (i) 105‚375 (ii) 819‚27 (iii) 885‚1990 1. 2. 3. 5. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. 20. 21. 22. 23. (iv) 330‚121 (v) 140‚368 (vi) 1290‚228 Use Euclid`s division algorithm ti find the HCF of
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personally in favour or against the federal government’s current proposal to put a price on carbon?” These surveys were conducted on the telephone by trained interviewers in all states of Australia and in both city and country areas. Telephone numbers and the person within the household were selected at random. The data has been weighted to reflect the population distribution. The survey is based on 1‚221 interviews among adults aged 18 years and over. The maximum margin of sampling error on the
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Chapter 2 Charts and Graphs LEARNING OBJECTIVES The overall objective of chapter 2 is for you to master several techniques for summarizing and depicting data‚ thereby enabling you to: 1. Recognize the difference between grouped and ungrouped data. 2. Construct a frequency distribution. 3. Construct a histogram‚ a frequency polygon‚ an ogive‚ a pie chart‚ a stem and leaf plot‚ a Pareto chart‚ and a scatter plot. CHAPTER TEACHING STRATEGY
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without replacement. Find the probability of choosing. (a) One red‚ one black and one red marble (In that oder) (b) Two black marbles (c) At least two black marbles (d) At most two black marbles 4. Find the mean‚ median and mode of the set of numbers 11‚ 9‚ 6‚ 4‚ 3‚ 12‚ 1‚ 6‚ 5 5. The masses‚ in kg to the nearest kg of 40 people axes follows: 59‚ 54‚ 51‚ 56‚ 59‚ 61‚ 60‚ 61‚ 59‚ 58 62‚ 61‚ 63‚ 64‚ 58‚ 57‚ 56‚ 60‚ 62‚ 60 61‚ 65‚ 58‚ 57‚ 54‚ 52‚ 62‚ 67‚ 69‚ 49
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Grade Boundaries International GCSE January 2013 Understanding International GCSE grade boundaries This document shows the grade boundaries for our suite of International GCSE qualifications. For each set of grade boundaries‚ the maximum number of available marks is also shown. International GCSEs are linear qualifications and only the maximum mark and grade boundaries for the overall qualification are available. These are given in raw marks. Definition of terms A grade boundary is the minimum
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East West University Assignment on [pic] Prime Bank Limited‚ Bangladesh Organizational behavior Management 251 Sec-3 Submitted to: Sharmin Akther Lecturer Department of business administration East West University Submitted By: Muatta Al Zaber(2011-3-10-077) Ricky Richard Rodgues(2011-3-10-076) Jerry Rozario(2011-2-13-101) Group name: Qube Contribution Of Members |Muatta Al Zaber |90 %
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B) Analysis: Specialization wise strength of the students… Interpretation: C) Analysis: Number of students in each blood group… Interpretation: D) Analysis: Gender wise frequency distribution for blood groups… Count of Gender | Blood Group | | | | | | | | Gender | A- | A+ | AB- | AB+ | B+ | O- | O+ | Grand Total | F | - | 4 | - | 1 | 4 | 1 | 1 | 11 | M | 1 | 3 | 1 | 1 | 5 | 1 | 3 | 15 | Grand Total
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TRICARE Prime is TRICARE’s version of a Health Maintenance Organization (HMO). When you enroll in Prime‚ you choose a Primary Care Manager (PCM) who is your primary doctor for as long as you are enrolled in the plan. Of course‚ you may change your PCM if you wish. TRICARE is a health benefit program for all seven uniformed services: the Army‚ Navy‚ Marine Corps‚ Air Force‚ Coast Guard‚ Public Health Service‚ and the National Oceanic and Atmospheric Administration. To use TRICARE‚ you must be listed
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American Academy of Political and Social Science Death in Prime Time: Notes on the Symbolic Functions of Dying in the Mass Media Author(s): George Gerbner Reviewed work(s): Source: Annals of the American Academy of Political and Social Science‚ Vol. 447‚ The Social Meaning of Death (Jan.‚ 1980)‚ pp. 64-70 Published by: Sage Publications‚ Inc. in association with the American Academy of Political and Social Science Stable URL: http://www.jstor.org/stable/1042304 . Accessed: 02/01/2012 20:34 Your
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length? Ans. 1260. 3. How many 7-digit numbers exist which are divisible by 9 and whose last but one digit is 5? 4. You continue flipping a coin until the number of heads equals the number of tails. I then award you prize money equal to the number of flips you conducted .How much are you willing to pay me to play this game? 5. Consider those points in 3-space whose three coordinates are all nonnegative integers‚ not greater than n. Determine the number of straight lines that pass through n of
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