Actual lengths of stay at a hospital's emergency department in 2009 are shown in the following table (rounded to the nearest hour). Length of stay is the total of wait and service times. Some longer...


Actual lengths of stay at a hospital's emergency department in 2009 are shown in the following table (rounded to the nearest hour).<br>Length of stay is the total of wait and service times. Some longer stays are also approximated as 15 hours in this table.<br>Hours Count Percent<br>1<br>18<br>3.40<br>2<br>58<br>10.94<br>3<br>82<br>15.47<br>4<br>118<br>22.26<br>85<br>16.04<br>6<br>64<br>12.08<br>7<br>37<br>6.98<br>8<br>19<br>3.58<br>18<br>3.40<br>10<br>14<br>2.64<br>15<br>17<br>3.21<br>Calculate the mean and variance for the random variable (length of stay). Round your answers to two decimal places (e.g. 98.76).<br>Mean = i<br>Variance = i<br>5.<br>

Extracted text: Actual lengths of stay at a hospital's emergency department in 2009 are shown in the following table (rounded to the nearest hour). Length of stay is the total of wait and service times. Some longer stays are also approximated as 15 hours in this table. Hours Count Percent 1 18 3.40 2 58 10.94 3 82 15.47 4 118 22.26 85 16.04 6 64 12.08 7 37 6.98 8 19 3.58 18 3.40 10 14 2.64 15 17 3.21 Calculate the mean and variance for the random variable (length of stay). Round your answers to two decimal places (e.g. 98.76). Mean = i Variance = i 5.

Jun 11, 2022
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