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#1
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| if you heat a cube of iron in a furnace to 475 k and then drop it into 500l of water in a cylindrical tub, causing the water tempture to rise from 10 c to 100 c, what are the dimensions of the cube? ( the density of iron is 7.87 g/cm3)
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#2
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| water 500L=500kg=500000grams d=1gr/cm^3 water. Heat equetion,,,,500000x(100-10)=(iron)x(200-100) . 90x500000=(iron)x100 45000000=100(iron) iron=450000 ,,,,,,iron=mc(iron)=mx0.03 450000=mx0.03,,,,,,,m=mass=15000000gr,,Volume=m/d, Volume=15000000/7.87=1900000cm^3 ::V=a^3 a=1.3 x1000=1300cm.
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#3
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| heat lost by cube of iron = gained by water equilibrium temp =100 C m(iron) * c(iron) [202 - 100] = m (w)*cw [100 - 10] V(iron) d(iron) c(iron)*102 = V(w) d(w)*cw*90 [V(iron)*7.87cm^3]*0.450*102 = [500*1000*1 cm^3]*4.186*90 V(iron) = 521463.98 cm^3 volume of cube = x^3 = 521463.98 cm^3 x = side of cube = 80.49 cm
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