Mastering Concepts and Skills7. Opg 91 Play ball! The dotplot shows the number of wins for each of the 30 softgMajor League Baseball teams in the 2019 season:50 556060 651410...... ၃ ၂ ...70 75 80 85Number of winsa. Find the percentile for the Seattle Mariners, who won 68 games.ed is asw Jb. The Washington Nationals' number of wins is at the 70th percentile ofthe distribution. Interpret this value. How many games did Washington M 101win?irfasW srbi8. Stand up tall The dotplot shows the heights (in inches) of the 25 students inMrs. Nataro's statistics class.721M ai etnoboje 23 srlios to nolasivab bisbristes basme i odw polo alto 19dem sehod 101 (91008-314string6264PERULEGOS66Das asm)1146 568adirebioHeight (in.)HOD590#olsha7012MAI DISTRIBUTION2238eingec01❤95 100 105a. Find the percentile for Lynette, the student who is 65 inches tall.b. Asher's height is at the 88th percentile of the distribution. Interpret this lovalue. How tall is Asher?pang725 dm2. A boy and his shoes How many pairs of shoes does a typical teenage boyown? To find out, a group of statistics students surveyed a random sample of 20 AImale students from their large high school. Then they recorded the number of commopairs of shoes that each boy owned. Here are the data. Ad i synes glish anera evitafaroqdiw etnogLBW 0900it.s8 7biedbus 201610749100210BOW CUT35Starnes, Tabor &Wilcox, Statisticsand Probabilitywith Applications,10Starnes, Tabor & Wilcox,Statistics and Probability74e, Ⓒ2021W. H. Freeman andCompanyCompanywith Applications, 4e,Ⓒ2021 W. H. Freeman andJAC1188bus12.21brosiahoialtilsyLus di vevinesidumule toJonquatul burM02 SM no ATOda. Martin is the student who reported owning 22 pairs of shoes. Find19Martin's percentile.b. Luis is at the 25th percentile of the distribution. How many pairs ofshoes does Luis own?2BW 291002 129dabisha aul.d Mastering Concepts and Skills7. Opg 91 Play ball! The dotplot shows the number of wins for each of the 30 softgMajor League Baseball teams in the 2019 season:50 556060 651410...... ၃ ၂ ...70 75 80 85Number of winsa. Find the percentile for the Seattle Mariners, who won 68 games.ed is asw Jb. The Washington Nationals' number of wins is at the 70th percentile ofthe distribution. Interpret this value. How many games did Washington M 101win?irfasW srbi8. Stand up tall The dotplot shows the heights (in inches) of the 25 students inMrs. Nataro's statistics class.721M ai etnoboje 23 srlios to nolasivab bisbristes basme i odw polo alto 19dem sehod 101 (91008-314string6264PERULEGOS66Das asm)1146 568adirebioHeight (in.)HOD590#olsha7012MAI DISTRIBUTION2238eingec01❤95 100 105a. Find the percentile for Lynette, the student who is 65 inches tall.b. Asher's height is at the 88th percentile of the distribution. Interpret this lovalue. How tall is Asher?pang725 dm2. A boy and his shoes How many pairs of shoes does a typical teenage boyown? To find out, a group of statistics students surveyed a random sample of 20 AImale students from their large high school. Then they recorded the number of commopairs of shoes that each boy owned. Here are the data. Ad i synes glish anera evitafaroqdiw etnogLBW 0900it.s8 7biedbus 201610749100210BOW CUT35Starnes, Tabor &Wilcox, Statisticsand Probabilitywith Applications,10Starnes, Tabor & Wilcox,Statistics and Probability74e, Ⓒ2021W. H. Freeman andCompanyCompanywith Applications, 4e,Ⓒ2021 W. H. Freeman andJAC1188bus12.21brosiahoialtilsyLus di vevinesidumule toJonquatul burM02 SM no ATOda. Martin is the student who reported owning 22 pairs of shoes. Find19Martin's percentile.b. Luis is at the 25th percentile of the distribution. How many pairs ofshoes does Luis own?2BW 291002 129dabisha aul.d

“Since you have asked multiple questions, we will solve the first question for you. If you want any specific question to be solved, then please specify the question number or post only that question.” Given that: 450, 415, 495, 300, 325, 430, 370, 400, 325, 400, 235, 330, 304, 415, 355, 405, 449, 355, 425, 299Arranging observations in the ascending order: 235, 299, 300, 304, 325, 325, 330, 355, 355, 370, 400, 400, 405, 415, 415, 425, 430, 449, 450, 495 (a) Compute the percentile of the phone that sold for $330 by using the formula: There are 6 out of 20 data values that are smaller than $330. Percentile=Number of data values that are less than the individual's data valueTotal number of data values×100=620×100=0.3×100=30% Thus, the required percentile is 30%. (b) Here, n=20 Compute the sales price of the phone the was at the 75th percentile by using the following percentile formula: P75=75n+1100th value of the observation =75×21100th value of the observation =(15.75)th value of the observation =15th observation +0.75[16th-15th] =415+0.75[425-415] =415+0.75(10) =415+7.5 =422.5 Thus, the required sales price of the phone is $422.5.