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The bar graph shows the number of games a soccer team played each month. Use the data to find each listed value.

Median =

Lower quartile = 

Upper quartile = 

Interquartile range = 

 

Bar graph \/ \/ Please help.

 May 2, 2023
 #1
avatar+135 
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Median = 6

Lower quartile =  4

Upper quartile = 7.5

Interquartile range = 3.5 

Step-by-step explanation:

Well you can refer to my attached photo ( cannot believe I am answering my own question )

arrange the data from least to greatest: 

 

Mar Feb May Jan Apr

3       5      6     7     8

( 6 is the median v/ )

 

Lower quartile: 5 if you split it you can see how it is made. ( Like in picture )

( 4 is the LQ v/ )

 

Upper quartile: 5 if you split it you can see how it is made. ( Like in picture [ like above ] )

( 7.5 is the UQ v/ )

 

Interquartile range:

= UQ - LQ = 7.5 - 4 = 3.5

( 3.5 is the IQ Range v/ )

 

Thus the answers to MY problem is:

Median = 6

Lower quartile =  4

Upper quartile = 7.5

Interquartile range = 3.5 

URL for picture ( if it doesnt load ):

https://smallpdf-production-files.s3.eu-west-1.amazonaws.com/a9b84a330e3c45d8838693aea7707416.pdf?X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Credential=ASIA3I33L6ORRLCYRYGU%2F20230502%2Feu-west-1%2Fs3%2Faws4_request&X-Amz-Date=20230502T174757Z&X-Amz-Expires=900&X-Amz-Security-Token=IQoJb3JpZ2luX2VjELX%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FwEaCWV1LXdlc3QtMSJHMEUCIQCgF5AMwhfctLwCoDC%2Fi8zF4BCAvlrgYloEl2z4pN%2BDVwIgSyS96vJrvfIUN1GH%2BoRO91qdeXIWo2S8tKNGC47roN0q%2FgMIvv%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FARAAGgw3NzQ5NjM0NTg5NzkiDGiNmtXtRGpfIAcD4CrSA%2BJMK3aml0Vkgndj9IABe%2BntN%2FPU1MLCQJ1DvnWVi9Nh4d1o50TPss%2Fp8gJbTByGb%2FL428sCjyzgsPssOZPpFjIjh%2Fk0HmvIQ%2FEYHfWGhMZfPT6lrkIjlD%2F%2FsOxzQTZon91FgN7ladBc4m8wwpgUfdB1vdsV%2Fzw5U8ThjBWJqJARdJAnsv0HYQgbhjZqNColAvb9w6KWskry3fRjhiJa1v38RON30mNUBUXOdJbwcLE6Jvc4%2BeMFYLoPYjwTfdjg%2FAELQrKwPAo1OB86vDeStoJgPmOTKKwTcqMsMw8rq0sXhMfzJrsT6ZPBkB2Fz0nP50qgoq2y%2B7nCe53PwzGwZxN1RyvtMrZh7U0YPFNCny2KLRrywy7lIDCKB%2BeJJwuE7dbfFvaSvRGIp8pnsfSRT4MPDvJ5TtLn4cAVm3m0fK49eLowWhK77Bgn%2B8kSQpUtYPgaNndunhjluey3Jy9PKpCKr76VBTke4rPhNOrlCaPwcGJddvgvC6P86%2FGGD6keLpx5ZMUaerxzglOggQLsDRuRkcr0SzTFvlsKuE5oh8vSjG8ZUmzI9cMz67ENY9fSNSqWrEZxJf0hH42OTGvibORfY28%2BzG9Cj6TZWKMei%2BoM7tIw2YTEogY6pQG6KkaN6XqByLIF%2FmW72Qgtnb9mJXkH91JWnJiqUIALkke%2Fxw1Yeu0%2BxdJ%2Fhjxpi26oCSvhj8UX1rvybZH2%2FoIoU8K17yMcCl%2BpxXWKPQQKKOzX7aczTBw1uEf72xnvtTCGrOCdGodhoADQw8Ln8u8Ib5%2Bt9pYfTlMOFLOx8HzrlclEJx0ZIIBpNjtmY7tVvraZE6xJtd4aw%2FzMni4daZYWFls3zkY%3D&X-Amz-SignedHeaders=host&response-content-disposition=attachment%3B%20filename%3D%22IMG_2085.pdf%22&response-content-type=application%2Fpdf&X-Amz-Signature=4d3a0564fd14ded1c9647534f82a6049243269c2374f90d6f3fcb5e8d3d86455

 May 2, 2023

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