Given
Mass = 4.7 g
Temperature
Initial T1 = 25 C = 298 K final T2 = 57 C = 330 K
Energy = m Cp (T2- T1) = 57.2 J
4.7 g * Cp * ( 57 - 25 ) C = 57.2 J
Cp = 0.38 J/goC which is not equal to Cp value of Pure gold which is 0.129 J/goC
so the rock is not pure gold
To determine whether a shiny gold-colored rock it actually gold, a chemistry student decides to measure...
To determine whether a shiny gold-colored rock is actually gold, a chemistry student decides to measure its heat capacity. She first weighs the rock and finds it has a mass of 4.2 g . She then finds that upon absorption of 50.8 J of heat, the temperature of the rock rises from 25 ∘C to 55 ∘C. Find the specific heat capacity of the substance composing the rock. Determine whether the value is consistent with the rock being pure gold.
To determine whether a shiny gold-colored rock is actually gold, a chemistry student decides to measure its heat capacity. She first weighs the rock and finds it has a mass of 4.7 g. She then finds that upon absorption of 52.7 J of heat, the temperature of the rock rises from 25 ∘C to 57 ∘C. Find the specific heat capacity of the substance composing the rock. Express the specific heat capacity in joules per gram-Celsius to two decimal places....
Part A To determine whether a shiny gold-colored rock is actually gold, a chemistry student decides to measure its heat capacity. She first weighs the rock and finds it has a mass of 4.9 g. She then finds that upon absorption of 54.6 J of heat, the temperature of the rock rises from 25 °C to 58 C. Find the specific heat capacity of the substance composing the rock. Express the specific heat in joules per gram-Celsius to two significant...
5. To determine whether a shiny gold-colored rock is actually gold, a chemistry student decides to measure its heat capacity. She first weighs the rock and finds it has a mass of 5.2 g. She then finds that upon absorptions of 59.3 J of heat, the temperature of the rock rises from 23 °C to 59 °C. Find the specific heat of the object and determine if it matches the specific heat of real gold. (c = 0.128 J/g°C)