A 200 mL beaker of water at a temperature of 21.0C is heated with 10.0kJ of energy. Calculate the temperature reached by the beaker of water
\(200 \text{mL} \approx 200\text{g}\)
\(10 \text{kJ} = 10 \times 10^3 \text{J}\)
\(\Delta \text {H}= c \times m \Delta T\)
\(\therefore \Delta \text{T} = \frac {\Delta \text{H}}{c \times m}\)
\(\therefore \Delta \text{T}= \frac{10 \times 10^3}{4.18 \times 200}\)
\(\therefore \Delta \text{T} = 11.96 \text {(4sf- I have more in my calc)}\)
\(\Delta \text{T} =11.96 \text{ and T(i)} =21 \text{, T(f)} = 11.96 + 21.0 \text{ As T(final)= T(initial)}+ \Delta \text{H} \)
\(\therefore \text{T(final)}= 32.96 = 33.0 \text{ (to 3 sf)}\)
Sorry if I have a few mistakes, I'm a tad rusty!