Ga net body temperature project you have earned 4 point(s) out of 4 point(s) thus far. data in order for you to continue with this body temperature problem you will need to determine sample sizes and then proceed to collect data (body temperatures) from the two populations. based on a 1992 article in the journal of the american medical association, we have extracted two random samples of data that you will use to continue with the problem. one random sample is from 50 healthy adult males and the other random sample is from 50 healthy adult females. all temperatures are rounded to one decimal place and are in degrees fahrenheit. see the data below: female: 96.7, 96.8, 97.2, 97.2, 97.6, 97.7, 97.8, 97.8, 97.9, 97.9, 98.0, 98.0, 98.0, 98.0, 98.1, 98.2, 98.2, 98.2, 98.2. 98.3, 98.3, 98.3. 98.4, 98.4 98.4, 98.4, 98.5. 98.6, 98.6, 98.6, 98.7, 98.7, 98.7, 98.7, 98.7, 98.8, 98.8, 98.8, 98.8, 98.8, 98.9, 99,0, 99.0, 9g.1, 99.1. 99.2, gg.3. 99 4, 99 6, 99 g male; 96.7. 96.9, 97.0, 97.1. 97.1, 97-2, 97.3. 97.4. 97.4, 97.4, 97.5, 97.5. 97.6. 97.6, 97.7, 97.8, 97.8, 97.b, 97.9, 98.0. 98.0, 98.0, 98.0. 98. 1. 98.1 98.2, 98.2, 98.2, 98.3, 98.3, 98.4. 98.4, 98.4, 98.5, 98.5, 98. 6, 98.6, 98. 6, 98.6. 98. 7, 98. 7, 98. 8, 9 8. 8, 98.9, 99.0, 99.0, 99.0, 99.2, 99.3. 994 before continuing to the next screen you will need to have computed the summary statistics from both of the above data sets. in order to make these computations you may use a calculator or make an excel, google other spreadsheet if you prefer, you will need the sample mean and sam standard deviation for both of even though the raw data above is rounded to one decimal place, we request that you round off your sets data. summary statistics to exactly four decimal places. you have completed 17% of the lesson you are logged in as tze ham yeung (log out)