An investor will receive an annuity of $$5,000$ a year for $10$ years. The first payment is to be received six years from today. At a $10\%$ discount rate, this annuity's worth today is closest to:

$$19076.$

$$19285.$

$$20181.$

$$22573.$

You have amortization schedule to pay back $$5,000$ with $12\%$ for $20-$payments $($Your first payment is one period from today.$).$ From the $2$nd to $8$th payments, what is your interest payments amount?

$$3902.$

$$3912.$

$$3922.$

$$3932.$