How do the following quantities change when the simple ideal Rankine cycle is modified with regeneration? Assume the mass flow rate through the boiler is the same.
$$\begin{array}{|ll}\hline \text { Turbine work output: } & (a) \text { increases, }(b) \text { decreases } \\& (c) \text { remains the same } \\\text { Heat supplied: } & (a) \text { increases, }(b) \text { decreases, } \\& (c) \text { remains the same } \\\text { Heat rejected: } & (a) \text { increases, }(b) \text { decreases, } \\& (c) \text { remains the same } \\\text { Moisture content at } & (a) \text { increases, }(b) \text { decreases, } \\\text { turbine exit: } & (c) \text { remains the same } \\\hline\end{array}$$