Hank has already saved $$68,000$ in his RRSP$.$ Suppose he beeds to have $$220,000$ saved by the end of $10$ years. What are his monthly payments starting today if the RRSP can earn $8\mathrm{.}1\%$ compounded annually? By using this formula

Ordinary Annuity Future Value

$F{V}_{\text{O}\text{R}\text{D}}=PMT\frac{((1+i{)}^{\frac{CY}{PY}}{]}^N-1}{(1+i{)}^{\frac{CY}{PY}}-1}$