When Marilyn Monroe died, ex$-$husband Joe DiMaggio vowed to place fresh flowers on her grave every Sunday as long as he lived. The week after she died in $1962,$ a bunch of fresh flowers that the former baseball player thought appropriate for the star cost about $$5.$ Based on actuarial tables, "Joltin' Joe" could expect to live for $28$ years after the actress died. Assume that the EAR is $10\mathrm{.}4$ percent. Also, assume that the price of the flowers will increase at $4\mathrm{.}2$ percent per year, when expressed as an EAR. Assuming that each year has exactly $52$ weeks, what is the present value of this commitment? Joe began purchasing flowers the week after Marilyn died. $($ $$3,604\mathrm{.}75,$ $$3,424\mathrm{.}51,$ $$$3,496\mathrm{.}60,$ $$3,712\mathrm{.}89,$ $$$3,784\mathrm{.}98)$