Question

For each of the substances in Question 2, calculate by how much the temperature of the sample will rise if 100. J of heat is
d. tungsten metal e. beryllium metal
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Answer #1

(a.) specific heat of chromium metal = 0.448 J/g.oC

Temperature rise = (heat gained) / [(mass of sample) * (specific heat)]

Temperature rise of chromium metal = (heat gained) / [(mass of chromium metal) * (specific heat)]

Temperature rise of chromium metal = (100 J) / [(5.00 g) * (0.448 J/g.oC)]

Temperature rise of chromium metal = 44.6 oC

(b.) specific heat of boron = 1.0256 J/g.oC

Temperature rise = (heat gained) / [(mass of sample) * (specific heat)]

Temperature rise of boron = (heat gained) / [(mass of boron) * (specific heat)]

Temperature rise of boron = (100 J) / [(5.00 g) * (1.0256 J/g.oC)]

Temperature rise of boron = 19.5 oC

(c.) specific heat of nickel metal = 0.444 J/g.oC

Temperature rise = (heat gained) / [(mass of sample) * (specific heat)]

Temperature rise of nickel metal = (heat gained) / [(mass of nickel metal) * (specific heat)]

Temperature rise of nickel metal = (100 J) / [(5.00 g) * (0.444 J/g.oC)]

Temperature rise of nickel metal = 45.0 oC

(d.) specific heat of tungsten metal = 0.133 J/g.oC

Temperature rise = (heat gained) / [(mass of sample) * (specific heat)]

Temperature rise of tungsten metal = (heat gained) / [(mass of tungsten metal) * (specific heat)]

Temperature rise of tungsten metal = (100 J) / [(5.00 g) * (0.133 J/g.oC)]

Temperature rise of tungsten metal = 150. oC

(e.) specific heat of beryllium metal = 1.8245 J/g.oC

Temperature rise = (heat gained) / [(mass of sample) * (specific heat)]

Temperature rise of beryllium metal = (heat gained) / [(mass of beryllium metal) * (specific heat)]

Temperature rise of beryllium metal = (100 J) / [(5.00 g) * (18245 J/g.oC)]

Temperature rise of beryllium metal = 11.0 oC

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