Two identical generators, working in parallel, with a full load rating of $5$ MW$.$ The no$-$load frequency of generator $1$ is $61\mathrm{.}0$ Hz with a speed drop of $3\mathrm{.}4\%.$ The no$-$load frequency of generator B is $62$ Hz and its speed drop is $3\mathrm{.}2\%.$

If they work together carrying a load of $7$ MW$,$

A$)$ what is the frequency and how is the load distributed on each generator?

B$)$ if the frequency and load distribution is normal, do nothing, but if not, then make the necessary changes to correct it$.$

C$)$ Which generator loads faster?