Point WtGrp3 Rank Percent 8 220 1 10000 17 216 2 9640 15 213

Point

Wt_Grp_3

Rank

Percent

8

220

1

100.00%

17

216

2

96.40%

15

213

3

89.20%

27

213

3

89.20%

4

211

5

85.70%

2

209

6

82.10%

10

205

7

75.00%

13

205

7

75.00%

29

202

9

71.40%

3

201

10

67.80%

11

200

11

64.20%

7

196

12

57.10%

14

196

12

57.10%

25

195

14

50.00%

26

195

14

50.00%

19

193

16

46.40%

5

191

17

42.80%

12

174

18

39.20%

21

172

19

35.70%

24

165

20

32.10%

22

163

21

28.50%

9

162

22

25.00%

23

161

23

21.40%

18

159

24

17.80%

1

157

25

14.20%

6

156

26

7.10%

28

156

26

7.10%

16

152

28

3.50%

20

150

29

0.00%

What percent of the sample weigh 172 lbs. or less? ______ %

What percent of the sample is 200 lbs or more? ______

   What is the median weight? _____ lbs.

25% of the sample weighs less than or equal to: _____ lbs.

Point

Wt_Grp_3

Rank

Percent

8

220

1

100.00%

17

216

2

96.40%

15

213

3

89.20%

27

213

3

89.20%

4

211

5

85.70%

2

209

6

82.10%

10

205

7

75.00%

13

205

7

75.00%

29

202

9

71.40%

3

201

10

67.80%

11

200

11

64.20%

7

196

12

57.10%

14

196

12

57.10%

25

195

14

50.00%

26

195

14

50.00%

19

193

16

46.40%

5

191

17

42.80%

12

174

18

39.20%

21

172

19

35.70%

24

165

20

32.10%

22

163

21

28.50%

9

162

22

25.00%

23

161

23

21.40%

18

159

24

17.80%

1

157

25

14.20%

6

156

26

7.10%

28

156

26

7.10%

16

152

28

3.50%

20

150

29

0.00%

Solution

From the table given it is clear that 35.70 % weigh 172 lbs or less

Since 64.20% weigh 200 lbs or less, hence 35.80% weigh 200lbs or more

The median is the weight with 50% above and below that is 195 lbs

From the table 162 lbs is the weight, which is such that 25% of the sample weighs is less than or equal it

Point Wt_Grp_3 Rank Percent 8 220 1 100.00% 17 216 2 96.40% 15 213 3 89.20% 27 213 3 89.20% 4 211 5 85.70% 2 209 6 82.10% 10 205 7 75.00% 13 205 7 75.00% 29 202

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