Yesterday in class, we did the Formula of a Chloride Lab. To complete the lab, we put a small piece of Zinc in a beaker, then added Hydrochloric acid. Next, we put the beaker on a hot plate, and heated the chemicals. The Zinc dissolved into the Hydrochloric acid, then water began to be driven off. We heated the mixture until there was no liquid left, and there was a salt left in the beaker. Then, we cooled the beaker and took it's mass. The purpose of the lab was to determine the empirical formula formula for the salt at the end of the lab. In our results, we got a ratio of one Zinc to 2.068 Chlorine, which was a 3% error, as the real ratio is one Zinc to 2 chlorine atoms.
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| https://en.wikipedia.org/wiki/Zinc |
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You got way closer to the actual answer than me and my partner did, we were off by 7.6%, which is kind of awful. I like your picture of zinc, it looks pretty cool. I clicked your link and it helped me out a ton, thanks!
ReplyDeleteI find it interesting that even a small difference from the actual result can make a fairly large percent of error. .068 is a small number and 3 percent seems like a lot. I am glad none of us created the deadly white smoke.
ReplyDeleteWow that is a really small percent error, nice work Kyle! Our group got around 6% error and I thought that was halfway decent. You put us to shame...
ReplyDeleteYour group did very well! It took my group a few tries, but we eventually got very close to the actual answer. Your links were especially helpful. Thanks.
ReplyDeleteYour group did very well! It took my group a few tries, but we eventually got very close to the actual answer. Your links were especially helpful. Thanks.
ReplyDeleteMe and Megan had to do a little calculating before we got our ideal error percentage. Because we started off with an almost 15% error which is terrible.That picture is especially interesting because doing the lab didn't exactly tell me what zinc looked like.
ReplyDeleteYou did really good on your calculations. 3% error is extremely close to the actual number. However, it's weird to think that only being .068 off turned out to be 3% off.
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