Terry needs a mortgage in the amount of $$250,000.$ His bank agrees to loan him the money at a rate of $3\mathrm{.}65\%,$ compounded semi$-$annually. Assuming Terry makes end of month payments and the bank is willing to stretch the payments over a $25-$year amortization, calculate the following:

$\backslash$table$[[$Terry$\text{'}$s monthly payment,$],[$Principal portion of Terry's $4^{th}$ payment,$],[$Interest portion of Terry's $4^{th}$ payment,$],[$Total interest paid over the life of the mortgage,$]]$