Prove that the specific heat capacity of the metal, c1 can be written|as C̟m, (Tg – T;) m (T; –T3) 1. from equation (3.3). Assume that no heat can escape the calorimeter. AQ = mc AT (3.3) %3D

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Prove that the specific heat capacity of the metal, cı can be written as
Czm, (T;- T,)
m (T-TE)
1.
from equation (3.3). Assume that no heat can escape the
calorimeter.
ΔΟ-mc ΔΤ
(3.3)
Page 1 of 1
27 words
D Focus
100%
3:25 PM
01/04/2021
Transcribed Image Text:AutoSave Off Document1 - Word P Search retroget R Restore Down File Home Insert Design Layout References Mailings Review View Help A Share P Comments X Cut Times New Rom - 12 - A A Aa - A E - E O Find - a- v AaBbCcDc AaBbCcDc AaBbC AaBbCcC AaB B Copy Replace A Select Paste BIU v ab x, x A - Iv A v 加、 。田 I Normal I No Spac. Heading 1 Heading 2 Dictate Sensitivity Title S Format Painter Clipboard Font Paragraph Styles Editing Voice Sensitivity Prove that the specific heat capacity of the metal, cı can be written as Czm, (T;- T,) m (T-TE) 1. from equation (3.3). Assume that no heat can escape the calorimeter. ΔΟ-mc ΔΤ (3.3) Page 1 of 1 27 words D Focus 100% 3:25 PM 01/04/2021
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