D 1 2 B 4 5 5 7 B 3 D 1 2 B 4 5 Problem 1 You have a need to determine the density of a material you are

working with. To do this you take a sample of the material and measure both the mass and volume. In order to determine how accurate your measurements are, you take a series of 100 repeated volume measurements and 50 repeated mass measurements (data below) Use this data to determine the standard deviation in your volume and mass measurements. You want to calculate how precisely you are able to determine the density using your technique. Use the standard deviations of the mass and volume, along with the propagation of error formula from Chapter 3, to determine the uncertainty in the density calculations. 24.63972 24.87068 25.8122 24.88891 25.07934 25.34053 24.94746 24.88547 25.36784 25.55839 25.06388 25.34724 24.92702 24.3054 05.00450 Volume 24.00228 24.57649 24.77193 24.74429 24.99635 25.37188 24.47161 25.38867 24.70565 24.84373 24.92448 24.92846 24.89725 25.26875 05 00770 25.34866 24.69034 24.5769 24.85406 24.91741 24.94366 25.57573 25.262 25.2448 24.83697 25.10571 25.10474 25.56002 25.48815 05.00007 25.1779 25.16905 24.79703 25.21055 24.86439 24.96645 24.79863 24.78532 24.54456 25.06346 24.67722 24.97372 25.26803 24.67926 0509754 34.4283 34.3955 34.4668 34.43782 34.48398 34.62927 34.71744 34.47263 34.49123 34.54304 34.53675 34.50053 34.43871 34.4228 34 52034 Mass 34.56713 34.57939 34.48056 34.37694 34.53616 34.59796 34.48244 34.5264 34.55914 34.53277 34.621 34.41347 34.43128 34.53979 34 2853