A $$1000-$face$-$value bond has a $6\%$ coupon rate, its current price is $$898,$ and its price is expected to increase to $$947$ next year. Calculate the current yield, the expected rate of capital gain, and the expected rate of return.

The current yield is $6\mathrm{.}68\%.($Round to the nearest whole number.$)$

The expected rate of capital gain is $5\%.($Round to the nearest whole number.$)$

The expected rate of return is $\%.($Round to the nearest whole number.$)$