The mass of the sample is 95.7 grams.
The average mass of an element's atoms, is expressed in atomic mass units.
Calculation:
Specific heat = Q = m.c.Δt
Given, Q = 543 J
c = 0.227 J/g CΔ
Δt = 15-(-10) = 25 C
where 15.0° C - 10.0 °C is the temperature difference
Now, from the equation
[tex]\bold{m = \dfrac{543}{0.227} \times 25}[/tex]
Mass = 95.7 grams.
Thus, the mass of the sample is 95.7 grams.
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