Asked by Rebekah
Calculate the amount of heat required to raise the temperature of a 25 g sample of water from 5°C to 10.°C.
i got 523 then rounded it to two sig figs
520 but it said it was wrong
i got 523 then rounded it to two sig figs
520 but it said it was wrong
Answers
Answered by
DrBob222
Good. You rounded BUT 520 is to three s.f. I would round it to two but write it as 5.2 x 10^2 J. Are you sure it's two s.f.? 10-5 is to only one s.f. which would be 5 x 10^2 J.
Answered by
Rebekah
thanks!
Answered by
Rebekah
i have another question:
A 43 kg sample of water absorbs 343 kJ of heat. If the water was initially at 22.1°C, what is its final temperature?
I got 1.9 but i think i didn't do it correctly
A 43 kg sample of water absorbs 343 kJ of heat. If the water was initially at 22.1°C, what is its final temperature?
I got 1.9 but i think i didn't do it correctly
Answered by
DrBob222
1.9 is the difference in Tfinal-Tinitial so Tfinal must be 24.0 (24.0-22.1 = 1.9).
343,000 = 43,000 x 4.184 x (Tf-22.1) = 0
Solve for Tf which I get as 24.0.
343,000 = 43,000 x 4.184 x (Tf-22.1) = 0
Solve for Tf which I get as 24.0.
Answered by
hannah
thank you so much!!
Answered by
hannah
oh, would it be 24 (two sig figs) cause in the problem 43 has the least number of sig figs(2) or do we go by this equation:
343,000 = 43,000 x 4.184 x (Tf-22.1) = 0
and use 3 sig figs?
343,000 = 43,000 x 4.184 x (Tf-22.1) = 0
and use 3 sig figs?
Answered by
Ms. Sue
Hannah, Rebekah -- it's hard to remember which name to use when you use more than one, isn't it?
Please stick with just one name in this forum.
Please stick with just one name in this forum.
Answered by
DrBob222
I think you are right. 43 has only two s.f. so the answer should be 24. Technically we don't know how many s.f. are in 43 kg. If they meant two it should have been written as 4.3 x 10^1; still, I would go with two and round the final answer to 24.
Answered by
DrBob222
And Ms. Sue has a very good point. I saw the same question above under Hannah and thought I had a different student (until I came back here to copy the answer I had given to Rebekah).
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