25200J of heat are added to 2.0 kg of mercury to reach a final temperature of 130 C. if you know that sp. heat of mercury is 183 j/Kg.oC
What was the initial temperature of the mercury?
AR17:
Is it 13°C??
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Hey user !!
Here's the answer you are looking for
We know,
∆Q = m•s•∆T
Where, ∆Q is the heat/energy supplied, ∆T is the change in temp. , m is the mass and S is the specific heat.
A/c to the question,
∆Q = 25200J
m = 2kg
s = 183 J/kg°C
So,
25200 = 2 × 183 × ∆T
∆T = 25200/(183 ×2) = 68.85
So, Tf - Ti = 68.85
Question says Tf ( final temp.) is 13°C
So, Ti = (13 - 68.85)°C = -55.86°C
☛ Initial temp = (-55.86 + 273)K = 217.14K (ans)
Here's the answer you are looking for
We know,
∆Q = m•s•∆T
Where, ∆Q is the heat/energy supplied, ∆T is the change in temp. , m is the mass and S is the specific heat.
A/c to the question,
∆Q = 25200J
m = 2kg
s = 183 J/kg°C
So,
25200 = 2 × 183 × ∆T
∆T = 25200/(183 ×2) = 68.85
So, Tf - Ti = 68.85
Question says Tf ( final temp.) is 13°C
So, Ti = (13 - 68.85)°C = -55.86°C
☛ Initial temp = (-55.86 + 273)K = 217.14K (ans)
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