Scientific Measurements Lab Report

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Title: The following lab write-up was based on the “Scientific Measurements” data sheet. The experiments were performed on September 1, 2016. The instructor for the lab was Dr. Larsen. Introduction: This lab was the first one of the semester. We started off with the height/weight ratio lab. It was here that the expected result for everyone around the table was 4 centimeters divided by kilograms. Therefore, if the expected result based off a different group of people was 4 cm/kg, then the same formula should be true for the people around the table. The second exercise consisted of our comparison between our expected arm length and the actual observed size of everyone’s arm. If the anticipated arm length was based off of our height in centimeters …show more content…

I observed that the beginning lab’s hypothesis was off by a large margin compared to the actual outcomes my table was beginning to form. This was a result of the anticipated ratio, four centimeters divided by kilograms, coming from a different ethnic group, whom I assumed were a lot taller than any of the people at my table. Lindsay, Morgan, Andrea, and I varied with our observed height/weight ratio, but we were all in between 1.5cm/kg and 3 cm/kg. This means the hypothesis of 4 cm/kg was inaccurate. Therefore, the group that the 4 cm/kg hypothesis was taken from must have been very tall. Along with the people at my table, I must have been of average height and weight or below. The observed height/weight ratio was below the expected ratio by more than …show more content…

This would become the calculated number of what our arm’s length in centimeters would be. Before I used the meter stick to actually figure out my arm’s correct length in centimeters, I assumed that the observed number would be very close, if not exact, to the expected. However, it was soon observed that this was not the case. My calculated number was smaller than my measured number by six digits. Fortunately, I was the biggest margin between the expected and observed numbers. One of the three other girls at my table, Lindsay, actually had the number of 72 in each of the expected and observed columns. The other two girls, Morgan and Andrea, had numbers that were off by only about 5. All in all, the majority of the expected numbers came close to the end numbers

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