Asked by mike
Question: The amount of internal energy needed to raise the temperature of .25 kg of water by 0.2 degrees Celsius is 209.3 J. How fast must a 0.25 kg baseball travel in order for its kinetic energy to equal this internal energy?
KE = (.5)(m)(v^2)
209.3 J = (.5)(.25kg)(v^2)
1674.4 = v^2 **square root both sides**
v = 40.92
^Is ANY of that correct? If not, can anyone help? Thanks so much
KE = (.5)(m)(v^2)
209.3 J = (.5)(.25kg)(v^2)
1674.4 = v^2 **square root both sides**
v = 40.92
^Is ANY of that correct? If not, can anyone help? Thanks so much
Answers
Answered by
drwls
I don't see what 1/4 kg of water has to do with a baseball, but you did the problem correctly.
The specific heat of a baseball is different from that of water, and its mass is 1/7 kg, so what you have calculated in NOT the velocity needed to raise the baseball 0.2 degrees. It is an arbitrary number.
The specific heat of a baseball is different from that of water, and its mass is 1/7 kg, so what you have calculated in NOT the velocity needed to raise the baseball 0.2 degrees. It is an arbitrary number.
Answered by
Tiffany
yes that is correct
Answered by
Jaeda
You are right!!
Answered by
Charles
yep! and its 2017. :)
Answered by
jasmine
yes and its 2019
Answered by
James
Yes, and it’s 2020
Answered by
Vanoss
Yep and it’s April 20 Year 2069
Answered by
Ian
Correct, and it's 2021
Answered by
fella
Correct, and it's still 2021
Answered by
Jawad
Correct and I'm using this for my final exam tomorrow, thank you Mike !
Answered by
Sara
Yes, and it’s still 2021.
Answered by
Diego
It still holds correct, and its 2022
Answered by
Yes
Yes and it's 2022
Answered by
,
yes and its 1997
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