When the discount rate for the investment as given above is $10,000 and other such conditions, the present value will be $28835.72.
The current value of an assured sum of future annuity throughout the period of such engagement of money into any investment classes as such, is known as the present value.
The computation of the present value for the given information will be done as,
[tex]\rm Present\ Value = 10000+ \dfrac{2000}{1+\ 0.05}\ x\ \dfrac{(1-1/1.05^5)}{(1-1/1.05)}+\dfrac{3000}{1.05^6}\ x\ \dfrac{(1-1/1.05^5)}{(1-1/1.05)}\\\\\rm Present\ Value = \$28835.72[/tex]
Hence, the computation of the present value is as done above.
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