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Posted: **Sun Feb 13, 2022 8:01 am**

: A Clinic Took Temperature Readings Of 250 Flu Patients Over A Weekend And Discovered The Temperature Distribution To Be 1 (24.78 KiB) Viewed 105 times

: A Clinic Took Temperature Readings Of 250 Flu Patients Over A Weekend And Discovered The Temperature Distribution To Be 2 (24.78 KiB) Viewed 105 times

: A Clinic Took Temperature Readings Of 250 Flu Patients Over A Weekend And Discovered The Temperature Distribution To Be 3 (18.26 KiB) Viewed 105 times

: A Clinic Took Temperature Readings Of 250 Flu Patients Over A Weekend And Discovered The Temperature Distribution To Be 4 (22.26 KiB) Viewed 105 times

A clinic took temperature readings of 250 flu patients over a weekend and discovered the temperature distribution to be Gaussian, with a mean of 101.60 °F and a standard deviation of 0.9590 °F. Use this normal error curve area table to calculate each value. What is the fraction of patients expected to have a fever greater than 103.71 °F? fraction above 103.71 E: 0.0139 What is the fraction of patients expected to have a temperature between 100.83 °F and 102.27 °F? 0.101844 fraction between 100.83 F and 102.27 °F munt

ਰਿਹਾ। DATOTO 0 p(100.835X < 102.20) Р 01 - 801 106.83 101.266 POLO X 0.9590 102.27 - 101.600 0.9590

P= 100.83-101.600 = 6.959 0.9890 Please explain where I can find the numbers P- 102.27 - 101.60 = 6.699 I need for the 0.9590 next parto thank you