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5.85 g

We have to use Q = m s @

Q - heat energy in joule ie 65.5 J

s - specific heat capacity ie 0.140 J/g/C

@ = @2 - @1 = 100 - 20 = 80 C

Just plug and you get the above 5.85 g nearly

Add:

Q = m•C•Δt, where Q is heat added, m is mass in grams, C is specific heat, and Δt is change in temperature.

Known:

Q = 65.5 Joules

C = 0.140 J/g•oC

Δt = 100oC-20oC = 80oC

Unknown: mass of mercury in grams

Solution

m = Q/C•Δt

m = 65.5 J/(0.140 J/g•oC)(80oC) = 6 grams (rounded to 1 significant figure)

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11y ago
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1d ago

The specific heat capacity is given as 0.140 J/g°C, which means it takes 0.140 J of energy to raise the temperature of 1 g of Mercury by 1°C. To determine the mass of mercury requiring 65.5 J to increase from 20°C to 100°C, you divide the energy by the specific heat capacity: 65.5 J / 0.140 J/g°C = 467.8 g. Therefore, 467.8 g of mercury is needed.

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Q: What mass of mercury would require 65 point 5 J of energy to raise the temperature of 20C to 100C The specific heat of mercury is point 140 JgC?
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