more Thermodynamics. @Photon336
http://i.imgur.com/Mg5hxlu.png
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OpenStudy (littleredriding):
@Photon336
OpenStudy (photon336):
So look at the units
\[16.5~grams~H_{2}O\]
\[H_{v} = 2260 \frac{ J }{ g }\]
all you would need to do is multiply them out:
Hv*(# of grams)
OpenStudy (photon336):
if you multiply them together you end up getting joules the unit you want.
OpenStudy (littleredriding):
Oooh...so is the equation 2260 J/g the formula and I have to plug in the numbers after converting them to the right units if need be? So do I set it up like : \[2260 \times \frac{ 1 J}{ 16.5} = 136.97\]
OpenStudy (littleredriding):
@Photon336
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OpenStudy (photon336):
Let me show you
OpenStudy (littleredriding):
Okay. @Photon336
OpenStudy (photon336):
You set it up like this. If you notice grams cancel out exactly as we want and were left with joules.
2260 (j/g) * 136g = joules
OpenStudy (littleredriding):
Where did the 136 come from?
OpenStudy (littleredriding):
I found it with my other formula...but that was my answer so I'm not exactly sure how you found it....
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OpenStudy (littleredriding):
@Photon336 is it 37290J?
OpenStudy (anonymous):
\[Hv=\frac{ Work }{ Mass }\] so you simply rearrange for work which is what you want and your're already given the value for Hv and Mass.
OpenStudy (littleredriding):
How do I find the work?
OpenStudy (anonymous):
You rearrange the equation I wrote above to \[Work=Hv \times Mass=(2260 j/g) \times (16.5 g)\]
OpenStudy (littleredriding):
So is the work 37290? @ohernand
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