Respuesta :
7.55g (3s.f.)
All the water will cool down to 0°C, which requires 0.419*6 = 2.514kJ of heat to be removed. This requires 2.514/0.333 = 7.55g of ice to melt.
All the water will cool down to 0°C, which requires 0.419*6 = 2.514kJ of heat to be removed. This requires 2.514/0.333 = 7.55g of ice to melt.
The amount of water that will melt at the given quantity of heat is 75.5 g.
The given parameters;
- mass of the ice = 50 g
- temperature of the ice = 0 ⁰C
- mass of water, = 100 g
- temperature of water, = 6 ⁰C
The heat required to melt the given water is calculated as follows;
[tex]Q = 4190 \ \frac{J}{kg \ K} \times (6-0)\\\\Q = 25140 \ J/kg[/tex]
The amount of water that will melt at the given quantity of heat is calculated as follows;
[tex]n(333,000) = Q\\\\n = \frac{25140}{333,000} \\\\n = 0.0755 \ kg\\\\n = 75.5 \ g[/tex]
Thus, the amount of water that will melt at the given quantity of heat is 75.5 g.
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