Calculate the mass of ice that would melt when 2kg of copper is quickly transferred from boiling water to a block of ice without heat loss.
Specific heat capacity of copper = 400JKg-1K-1
Latent heat of fusion of ice = 3.3 x 10\(^5\)JKg-1

a

8/33kg

b

33/80kg

c

80/33kg

d

33/8kg

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a

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Discussions (14)

Dseasoner
13 years ago

Since the boilin point of water is 100°C the temp. of the copper will be 100°C and since no heat is lost from the transfer,

mcΔΘ=m(ice) x l



where

m=mass of copper=2kg

m(ice)=mass of ice

c=Specific heat capacity of copper=400

ΔΘ=change in temperature=(100-0)=100

l=latent heat of fussion of ice=3.3x10^5



2x400x100=m(ice)x3.3x10^5

m(ice)=80000/330000

m(ice)=8/3

DHSchem
1 year ago

Actually I did C =mc@ but I got 80/33

ejindudavid6
1 year ago

I think it's A

Hamzillium
13 years ago

MC¤=MLf,2*400*100=M*330000=80000/330000=M,: so finale,M=8/33 or 0.24.

Blueyslowmo
1 year ago

I don't understand
explain more

reformed
10 years ago

@Dseasoner:pls cancel ur zeros nd c wot I'll have-8/33 right?

Kk

Olorodeimisi
5 years ago

The temp. should have been converted to kelvin, since the specific heat capacity is in term of kelvin

J

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