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XXXX://www.statisticshowto.com/index-XX-dispersion/</a></p><p>Lane, D. (n.d.). XXXXXX Statistics XXXXXXXXX: XX Interactive Multimedia XXXXXX of XXXXX. XXXXXXXXX XXXXXXXX 28, XXXX, XXXX <a href="XXXX://XXXXXXXXXXXXXX.XXX/2/summarizing_distributions/XXXXXXXXXXX.XXXX">http://XXXXXXXXXXXXXX.XXX/X/summarizing_distributions/variability.XXXX</a></p> <p>XXXXXXX, I., Ph.X. (n.d.). MEASURES XX DISPERSION. Retrieved December XX, 2017, XXXX <a href="XXXX://XXXXX.XXX.XXX/istewart/Math120/XXXXXXXXXX/XXXXXXXXXX.XXXX">XXXX://sites.csn.edu/istewart/XXXXXXX/XXXXXXXXXX/dispersion.html</a> </p> <p>Wisler, C., XXXXX, X., XXXXXXXXX, G., & XXXXXXX, X. (XXXX, XXX). XXXXXXXXXXXX XXXX XXXXXXXX: XX XXXXXXXXXXXX. Retrieved XXXXXXXX 01, 2017, XXXX <a href="XXXXX://XXX.bja.gov/evaluation/XXXXX/XXXXXXXXX/documentff.XXXX">XXXXX://XXX.bja.XXX/evaluation/guide/documents/XXXXXXXXXX.html</a> </p><p><b>XXX XXX variables, HOME, ARREST, TENURE, and XXXX, XXXXXXXX the XXXXXXX measure XX XXXXXXXXXX XXX explain XXX it is XXXXXXXXXXX. Locate XXX values XXX the measure XX the tables and report XXXX for XXXX XXXXXXXX.</b></p> <p><b>I. HOME</b> </p> <p>The XXXXXXX XXXXXXX of dispersion XXX XXXX is an index XX dispersion. XXXX XXXXXXX XX XXXXXXXXXX XX XXXXXXXXXXX XXXXXXX XXX index XXXXX XXX XXXXXXXX to XXXXX cases are XXXXXXX up in XXX or a few categories XXXXXX XXXX being XXXX spread out among the available XXXXXXXXXX. The XXXXXXXXXXX XX the index is XXXXX upon the XXXXXXX XX unique XXXXX XX cases (XXXXXX & Datta, XX al, XXXX). XX this case, XX are XXXXXX XX find the XXXX XX XXXX XXXX each XXXXXXXXXX resides in.</p><p><b>II. ARREST</b></p> <p>The XXXXXXX measure of dispersion for Arrest is range. XXXX measure of XXXXXXXXXX XX XXXXXXXXXXX because the range XX XXX difference XXXXXXX XXX XXXXXX and highest XXXXXX. XX is considered XXX XXXXXXX XXXXXXXXXXX because you only XXXX to subtract XXX lowest XXXXXX XXXX XXX XXXXXXX figure XX get the XXXXX (Lane, n.d.). In this XXXX, the range is 24. </p> <p><b>III. TENURE</b> </p> <p>The correct measure of XXXXXXXXXX for XXXXXX XX standard XXXXXXXXX. This XXXXXXX XX XXXXXXXXXX is XXXXXXXXXXX XXXXXXXX XXXXXXXXX close XX X XX an indication that XXX data points tend XX XX close to XXXX XX the set. A standard deviation XXXXX is XXXX is an XXXXXXXXXX that XXX data XXXXXX XXX XXXXXX out XXXX a range XX values (Stewart, n.d.). </p> <p><b>XX. SIBLINGS</b> </p> <p>XXX correct XXXXXXX of XXXXXXXXXX for XXXXXXXX XX XXXX XXXXXXXX XXXXXXXXX. XXXX measure XX XXXXXXXXXX XX appropriate XXXXXXX XXXXXXXX XXXXXXXXX gives an XXXXXXXXXXX XXXXXXX distance of XXXXX XXXX the mean. XX you XXXX the XXXXX XX XXX XXXXXXXX, you can XXXXXX XXXXXX out the value of the XXXXXXXX deviation (Miller, 2015, p. 110) </p> <p><b>XXXXXX XX the Table</b> </p> <table> <tbody><tr> <td> <p><b>XXXXXXXX</b> </p></td><td> <p><b>XXXXXXXX XXXXXXXXX</b> </p></td><td> <p><b>XXXXX</b> </p></td><td> <p><b>Variance </b> </p></td></tr> <tr> <td> <p>HOME </p></td><td> <p>X.XXX </p></td><td> <p>5 </p></td><td> <p>0.892 </p></td></tr> <tr> <td> <p>XXXXXX </p></td><td> <p>70.XXX </p></td><td> <p>239 </p></td><td> <p>4923.XXX </p></td></tr> <tr> <td> <p>SIBS </p></td><td> <p>X.XXX </p></td><td> <p>XX </p></td><td> <p>3.XXX </p></td></tr> <tr> <td> <p>XXXXXX </p></td><td> <p>1.XXX </p></td><td> <p>24 </p></td><td> <p>X.XX</p></td></tr></tbody></table> <p>XXXXX on XXX chart XXXXX, one can XXX XXX following XXXXXXXXXXXX: XXX variable XXXXXX XXX a XXXXXX dispersion XXXXXXXX XX other variables. This XX XXXXXXX the XXXXX of the XXXXXXXX deviation is XXXXXXX close to zero. A XXXXXXXX XXXXXXXXX close to XXXX like XXX XXX XXXXX variables shows that the data XX XXX XXXXXX dispersed. XXX standard deviation and XXXXXXXX have taken XXX XXXXXX XXXXX in the XXXXXXXX XX dispersion. XXXXXXXXXX XX mainly measured but XXX XXX of variance and XXXXXXXX XXXXXXXXX. This is XXXXXXX they can be XXXX to compare two XXXXXXXXXXXXX. The range is XXXX but XX a XXXXXXX XXXXXX XXXXXXX it XX XXXXXXX XX XXX information provided.<XX></p> <p>Sources XXX XXXX section: </p> <p>XXXXXX, X. (XXXX). Descriptive XXXXXXXXXX. Retrieved November XX, 2017, XXXX XXX, from <a XXXX="XXXX://www.XXXXXXX.com/sites/default/files/XXX-XXXXXXXX/XXXXXXX.XXX">http://www.sagepub.XXX/XXXXX/XXXXXXX/XXXXX/XXX-binaries/43350_4.pdf</a> </p> <p>Stewart, I., Ph.D. (n.d.). MEASURES OF XXXXXXXXXX. Retrieved XXXXXXXX 01, 2017, from <a href="http://sites.XXX.edu/istewart/XXXXXXX/Statistics/dispersion.XXXX">http://XXXXX.csn.XXX/istewart/XXXXXXX/XXXXXXXXXX/XXXXXXXXXX.XXXX</a> </p> <p>XXXXXX, X., XXXXX, L., XXXXXXXXX, X., & XXXXXXX, P. (XXXX, XXX). Quantitative XXXX Analysis: XX Introduction. XXXXXXXXX XXXXXXXX XX, XXXX, XXXX <a XXXX="https://XXX.bja.gov/evaluation/guide/XXXXXXXXX/XXXXXXXXXX.html">https://XXX.XXX.XXX/XXXXXXXXXX/XXXXX/XXXXXXXXX/XXXXXXXXXX.XXXX</a> </p> <p></p> <p>References </p> <p>XXXXXXXXXX XX Standard XXXXXXXXX | XXXX XX XXXXXXXX XXXXXXXXX? XXXXXXXX Deviation XXXXXXX. (n.d.). Retrieved December 01, XXXX, from <a href="XXXXX://economictimes.indiatimes.XXX/XXXXXXXXXX/standard-deviation">XXXXX://XXXXXXXXXXXXX.XXXXXXXXXX.XXX/XXXXXXXXXX/standard-XXXXXXXXX</a> </p> <p>Index XX XXXXXXXXXX (Variance to Mean XXXXX). (n.d.). XXXXXXXXX XXXXXXXX XX, 2017, XXXX <a href="XXXX://www.statisticshowto.com/index-of-dispersion/">XXXX://XXX.statisticshowto.XXX/index-of-dispersion/</a> </p> <p>XXXX, X. (n.d.). Online Statistics XXXXXXXXX: An XXXXXXXXXXX Multimedia Course of XXXXX. Retrieved November XX, XXXX, from <a XXXX="XXXX://onlinestatbook.com/X/XXXXXXXXXXXXXXXXXXXXXXXXX/XXXXXXXXXXX.XXXX">http://XXXXXXXXXXXXXX.com/X/summarizing_distributions/XXXXXXXXXXX.html</a> </p> <p>Miller, H. (1995). XXXXXXXXXXX XXXXXXXXXX. Retrieved XXXXXXXX 29, 2017, XXXX XXX, from <a href="XXXX://www.XXXXXXX.com/XXXXX/default/XXXXX/upm-XXXXXXXX/43350_4.pdf">XXXX://www.XXXXXXX.com/sites/default/XXXXX/upm-XXXXXXXX/43350_4.pdf</a> </p> <p>XXXXXXX, I., Ph.D. (n.d.). MEASURES OF DISPERSION. XXXXXXXXX XXXXXXXX 01, 2017, XXXX <a href="http://sites.csn.XXX/istewart/XXXXXXX/Statistics/dispersion.XXXX">http://XXXXX.csn.XXX/istewart/XXXXXXX/Statistics/XXXXXXXXXX.XXXX</a> </p> <p>Wisler, X., XXXXX, X., XXXXXXXXX, G., & XXXXXXX, P. (1992, May). XXXXXXXXXXXX XXXX Analysis: An Introduction. XXXXXXXXX XXXXXXXX 01, XXXX, from <a XXXX="https://XXX.XXX.gov/XXXXXXXXXX/XXXXX/XXXXXXXXX/documentff.XXXX">https://XXX.bja.XXX/evaluation/XXXXX/XXXXXXXXX/XXXXXXXXXX.XXXX</a> </p><p><br></p>">
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