Catapult Worksheet Exercise A EXERCISE A Data Table Sample Observation Sample Sample Number 1 2 3 4 5 Mean Range R 1 13.4 29 15.0 17 12.2 17.32 16.8 2 24.4 34 18.9 10 12 19.86 24 3 25.5 23.5 31 33.2 29.8 28.6 9.7 4 19.7 31.4 34.4 33.9 26.8 29.32 15.1 23.78 16.4 EXHIBIT TN.1 (Cont.) Coin Catapult Worksheet Data Table (for additional observations) Sample Sample Sample Observation Mean Range Number 1 2 3 4 5 R 5 29 28 27 17 32 26.6 15 6 32 32 12.6 23 23 24.52 19.4 7 33 26 27.8 27 23
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AC A Community of Leaders & Learners T.I.S. Calendar2013-2014 T.I.S. ACADEMIC CALENDAR (2013 - 2014) August 2013 Sa Su Mo Tu We Th 1 3 4 5 6 7 8 10 11 12 13 14 15 17 18 19 20 21 22 31 31 Admin First Day : Teachers’ First Day: Tuesday 20th of August Saturday 24th of August Fr 2 9 16 23 September Sa Su Mo Tu 1 2 3 7 8 9 10 3 2013 We Th Fr 4 5 6 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 October 2013 Sa Su Mo Tu We Th 1 2 3 5 6 7 8 9 10 12 13 14 15 16 17
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your cock 46 I’ll touch your pussy 47 fuck you against wall 48 anal? 49 lap dance 50 strip If you don’t send this to 10 people in the next 10 mins you will have bad luck in relationships in the next 8 years. Your time starts now(: Which number for
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dichotomous measure of purchase intentions. Each variable is separated by a space. These are the variables contained in the Shampoo Data Set. Each line in the data set corresponds to one observation (one person): Columns 1-2 OBS serial observation number‚ from 1 to 20. Column 4 GENDER contains alphabetic codes describing whether the person is female (F) or male (M). Columns 6-7 SAT1 contains the values of the first measurement of the satisfaction scale. Columns 9-10 SAT2 contains
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four different numbers to make these correct. + + = 17 = 17 9 Ella wants to buy one banana. banana 35p She has 20p How much more money does she need? p 9 10 Write the missing number. + 8 = 68 11 Weather chart morning Monday Tuesday Wednesday Thursday Friday afternoon How many mornings were sunny ? mornings 10 12 Desi and Ella share this money equally. How much do they each get? p 13 Here are some numbers. 43 89
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average waiting time for the patients and the percentage idle time for the dentist. Assume that all the patients show up at the clinic at exactly their scheduled arrival time starting at 8.00AM. Use the following random numbers 40‚ 82‚11‚34‚52‚66‚17‚and 70 2. Generate 20 random numbers and solve the following integrals by monte-carlo (i) (ii) 3. A piece of equipment contains four identical tubes and can function only if all the four are in working order. The lives of tubes has approximately uniform
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methods of displaying the data may be preferable. Some points to note: 1. Histograms are preferable for larger datasets as stem plots become unwieldy; 2. With histograms‚ the original data are usually lost; 3. The choice of bin size or number of bins is not restricted‚ unlike the stem plot; 4. Histograms take more time than a stem plot to construct by hand; therefore stem plots are preferable for a small dataset. Ogive * The relative slopes from point to point will indicate
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Name:_____________________ Date:_____________ The Scholars’ Academy 9th Grade Regents Prep 9th Grade Algebra 1 (Common Core) Regents WEDNESDAY‚ JUNE 17TH‚ 2015 3 hours; Graphing Calculator Required Question Type Number of Questions Credits for Section Multiple Choice (2 credits each) 24 48 2-Credit Open Ended 8 16 4-Credit Open Ended 4 16 6-Credit Open Ended 1 6 (Goal: To get at least 70/86 credits which is approximately 80%) Total Questions: 37 Total Credits: 86 Directions for
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2 3 4 464 513 654 867 75 1 Cannery 352 416 690 791 125 2 995 682 388 685 100 3 80 65 70 85 Allocation xij = the number of truckloads to be shipped from cannery i to warehouse j. The Transportation Problem Distribute goods from sources to destinations with minimum cost. si : number of units being supplied by source i. dj : number of units being received by destination j. cij : cost per unit distributed from source i to destination j. xij : amount distributed from
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4-2 MAIN IDEA Find the greatest common factor of two or more numbers. Greatest Common Factor VENN DIAGRAM The Venn diagram shows the prime factors of 12 and 18. 1. Which factors are in the Prime Factors Prime Factors of 12 of 18 New Vocabulary Venn diagram greatest common factor (GCF) overlapping section? What does this mean? 2. Is the product of 2 and 3 also Math Online glencoe.com • Extra Examples • Personal Tutor • Self-Check Quiz • Reading in the Content Area a factor
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