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#2: An annuity has payments at the beginning of every three months starting today. The first payment is $100 and payments increase by 1%

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#2: An annuity has payments at the beginning of every three months starting today. The first payment is $100 and payments increase by 1% every three months for the first four years, making the 16th payment $116.10 to the nearest cent. After this, payments increase by $1 every three months for 32 additional payments, making 48 payments in total. If d(5) = 5.5%, find the present value of this annuity. d = 1 (1 + i)1 i 1+i

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To calculate the present value of the described annuity which has 48 payments in total with increasing payment patterns we need to break down the problem into two parts due to the change in the growth ... blur-text-image

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