Question: Help please for this HW MORE ON DAVID POLITIS Before founding BetterCloud, David was an early employee of Cloud Sherpas (acquired by Accenture), a preeminent

Help please for this HW

Help please for this HW MORE ON DAVID POLITIS Before founding BetterCloud,David was an early employee of Cloud Sherpas (acquired by Accenture), apreeminent leader in cloud advisory and technology services. As the VP ofSMB Solutions, David led Cloud Sherpas to become the leading cloud servicespartner to small and medium-sized businesses worldwide. Prior to Cloud Sherpas, Davidwas the founding employee and General Manager of Vocalocity (acquired by Vonage[NYSE: VG]), which he grew into one of the top providers ofcloud PBX technology. David is a native New Yorker and holds a

MORE ON DAVID POLITIS Before founding BetterCloud, David was an early employee of Cloud Sherpas (acquired by Accenture), a preeminent leader in cloud advisory and technology services. As the VP of SMB Solutions, David led Cloud Sherpas to become the leading cloud services partner to small and medium-sized businesses worldwide. Prior to Cloud Sherpas, David was the founding employee and General Manager of Vocalocity (acquired by Vonage [NYSE: VG]), which he grew into one of the top providers of cloud PBX technology. David is a native New Yorker and holds a bachelor's degree in economics from Emory University. He has contributed to TechCrunch, Mashable, VentureBeat, Forbes, in New York Times, and others.MAT1 1 8 Spr21 Homework: Week 8 Score: 0.5 of 1 pt 4 8 of 17 (17 complete) v r IW Score: 77.94%, 13.25 of 15.229 Question Help '7 a The table shows the results of a 5-point musical aptitude test given to a group of rst-grade students. (a) Find the average aptitude score. Aptitude 1 (b) Find the median aptitude score. score Iammn (a) The average aptitude score is D points. (Type an integer or a decimal.) MAT118 Spr21 ... Homework: Week 8 Save Score: 0.5 of 1 pt 9 of 17 (17 complete) IW Score: 75%, 12.75 of 17 ... 15.2.30 Question Help The table shows the ages of the firefighters in a town's fire department. (a) Find the average age of the town's Age 24 25 27 29 30 firefighters. Frequency 4 7 4 24 7 (b) Find the median age of the town's Age 32 34 35 38 40 firefighters. Frequency 9 8 8 5 3 (a) The average age is |years. (Round to two decimal places as needed.)MAT1 1 8 Spr21 Homework: Week 8 Score: 0.67 of 1 pt 4 11 of 17 (17 complete) V D N Score: 72.06%, 12.25 of 1 5.2.41 Question Help V a Consider the data set {- 7,3,5,9,4,4, - 8. - 9}. (a) Find the ve-number summary of the data set. (b) Draw a box plot for the data set. (a) The ve-number summary is Min = D Q1 = D, Median = D, 03 = D and Max: E. (Type integers or decimals.) MAT118 Spr21 Homework: Week 8 Score: 0.83 of 1 pt { 12 of 17 (17 complete) V D N Score: 58.14%, 11.58 of 15.,242 Question Help V 'a' Consider the data set {- 8,8,9,7,6,7, - 6, 7}. (a) Find the ve-number summary of the data set. (b) Draw a box plot for the data set. (a) The ve-number summary is Min = D Q1 = Cl, Median = D, 03 = D and Max: E. (Type integers or decimals.) MAT118 Spr21 Homework: Week 8 Score: 0.67 of 1 pt 4 13 of 17 (17 complete) V D N Score: 63.24%, 10.75 of 1 52.43 Question Help V a Use the distribution of ages in a re department shown below. (a) Find the ve-number summary of the data set. (b) Draw a box plot. Age distribution in a re department 99 21 22 23 24 25 26 27 29 30 32 Frequency 2 7 7 8 16 11 9 9 7 3 The ve-number summary is Min = D, Q1 = D Median = El 03 = D, and Max = D. (Type integers or decimals.) MAT1 1 8 Spr21 Homework: Week 3 Score: 0.33 of 1 pt 4 7 of 11 (11 complete) v > M Score: 87.88%, 9.67 of 1.. 2.2.15 Question Help V Consider the weighted voting system [13: 11, 9, 3, 1]. (a) Which players are critical in the coalition {P1, P2, P3}? (b) Write down all winning coalitions. (c) Find the Banzhaf power distribution of this weighted voting system. MAT1 1 8 Spr21 Homework: Week 3 Score: 0.33 of 1 pt { 8 of 11 (11 complete) v > M Score: 84.85%, 9.33 of 1... 2.2.16 Question Helpv :1 Consider the weighted voting system [12: 9. 8r 3, 1]. (a) Which players are critical in the coalition {P1, P2, P3}? (b) Write down all winning coalitions. (c) Find the Banzhaf power distribution of this weighted voting system

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