Compute the future values of your savings after $10$ years based on the followings:

i$)$ Deposit RM$1,000$ at the end of each year in a XYZ bank which pays an interest rate of $12\%$ p$.$a$.$ compound annually

ii$)$ Deposit RM$500$ at the end of every $6$ months in XYZ bank which pays an interest rate of $12\%$ p$.$a$.$ compound semi$-$annually.

iii$)$ Deposit RM$250$ at the end of every $3$ months in XYZ bank which pays an interest rate of $12\%$ p$.$a$.$ compound quarterly.

iv$)$ Deposit RM$0$ at the end of every month in a XYZ bank which pays an interest rate of $82\mathrm{.}50\%$ p$.$a$.$ compound monthly.

Looking at the outcomes in $4($i$)$ to $4($iv$)$ above discuss the compounding effects