239 251 292 287 264 209 279 229 225 231 224 258 255 269 259 219 249 206 263 278 249 243 130 256 312 254 240 272 273 228 300 265 290 233 286 263 295 252 232 239 244 284 270 210 316 278 232 247 235 191 The insurance Institute for Highway safety regularly conduct studies to increase public safety on the country highways. One important study that happens every year is the measure of stopping (in feet) from 60 miles an hour (including reaction time). The date it for 50 midsize sedan's is given above. a) Create a histogram of the data provided above. b) Describe its main features. Shape: Peaks: Center: Spread: Outlier: c) which numerical summary would you choose for these data? Calculate your chosen summary. How does it reflect the Skewness of the distribution?
239 251 292 287 264 209 279 229 225 231 224 258 255 269 259 219 249 206 263 278 249 243 130 256 312 254 240 272 273 228 300 265 290 233 286 263 295 252 232 239 244 284 270 210 316 278 232 247 235 191 The insurance Institute for Highway safety regularly conduct studies to increase public safety on the country highways. One important study that happens every year is the measure of stopping (in feet) from 60 miles an hour (including reaction time). The date it for 50 midsize sedan's is given above. a) Create a histogram of the data provided above. b) Describe its main features. Shape: Peaks: Center: Spread: Outlier: c) which numerical summary would you choose for these data? Calculate your chosen summary. How does it reflect the Skewness of the distribution?
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section: Chapter Questions
Problem 22SGR
Related questions
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The insurance Institute for Highway safety regularly conduct studies to increase public safety on the country highways. One important study that happens every year is the measure of stopping (in feet) from 60 miles an hour (including reaction time). The date it for 50 midsize sedan's is given above.
a) Create a histogram of the data provided above.
b) Describe its main features.
Shape:
Peaks:
Center:
Spread:
Outlier:
c) which numerical summary would you choose for these data? Calculate your chosen summary. How does it reflect the Skewness of the distribution?
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