1. Use the given specific heat capacity values below to calculate the percent error of the experimental specific heat capacity that you determined in Part I of the lab. Known specific heat values — Iron: 0.444 J/g°C; Zinc: 0.390 J/g°C; Copper: 0.385 J/g°C, Aluminum: 0.900 J/g°C | experimental - actual value | x 100 % actual value I have aluminum.
This is so far what I have: \[\left| 0.8628 - 0.900 \right| * 1.0\]
oh why didn't you tag me lol
i didn't want to keep bothering you with my questions >.<
oh no its okay))
hmmm i don't really know it but im guessing this way 0.900-- 100% 0.900-0.8628---X% so find X% this will be the error
that's what im guessing it should be like but lets cross check just in case @iPwnBunnies
i'm looking at the worksheet and i'm so confused because they want me to guess what metal i used but nothing adds up. :(( lol
Yeah, if you multiply the difference by 100%, you should get the error.
no its not really guessing
specific heat capacity value that we got in part 1 is closest to Al value
and even the question is mentioning that there will be some error meaning you will not get a perfect answer that will match any of these metals
i got 7.7652 but I have no clue if I did it right
hmmm X= ((0.900-0.8628)* 100)/ 0.900
did u do it this way?
im getting 4.13%
i did 0.8628 - 0.900 x .001
what is this?? is this some kind of formula?
i used experimental - actual value x 100%
hmmm let me check this formula
ok
your formula is wrong the formula is % error= ( (Actual- experimental)/actual ) * 100
you get exactly same answer as i did just using mathematical common sense
tell me what you don't understand so that i clear it up :)
i got 90? i did .8628 - .900/.8628 x 100 .77652/.8628 x 100 .9 x 100 = 90
Actual is the value that it 0.900 Experimental is the value we got
i did this backwards im sorry sigh :/
its okay )
now i got 4.13! lol
good :D
can you help me with another question? i'll open a new question
okay) just tag me:)
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