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The data on various obtained. The values of the variable total length of streets within a subdivision (in feet) are provided below. 1280 1050 1320 1200 3150 3100 1500 5320 360 530 1120 5700 2730 240 4390 3330 3350 2120 5200 1670 396 2100 3380 540 450 500 100 1419 1240 340 3870 2250 1850 4580 2109 3060 1000 1250 2320 2460 3150 4770 960 2400 2400 4120 1890 a. Use MINITAB to construct a histogram with class boundaries 0,1000, 2000, 3000 4000 5000, 6000 and percentages. (Hint: pointing on a bar shows percentage and b. What percentage of subdivisions have total streets length less than 3,000 feet? (Round your answer to 2 places after the decimal point) Answer: c. What percentage of subdivisions have total streets length of 6,000 feet or more? (Round your answer to 2 places after the decimal point). d. Describe the shape of the distribution of these data. Answer:

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of s Histogram of s 10 8 C8 C18 4- 1000 2000 3000 4000 6000 2019 1-28 13:55The frcquenen distiutin fos given deata tr ed. (b), % of tota iength tess -then 3,ooo feet c -looo -T-ㄧ subdivisions heve oo0-200 12 2000 3000 500o-6oo o 6%- LA 7 (c) % of subdんisions have tota, stucets ength of 6,000 teet Tota) 3 441

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