the value of the obligation is $ ?
(round to the nearest cent as needed . Round all intermediate values to six decimal places as needed)
The present value is given as
PV=FV(1+rm)(−(n×m))PV=FV \left( 1 + \frac{ r}{ m } \right) ^ {( - \left( n \times m \right) )}PV=FV(1+mr)(−(n×m))
Where FV is $6479.22
R is 2%(0.02)
N is 4.25
M is 2.
PV=$6479.22(1+0.022)(−(4.25×2))PV=\$6479.22 \left( 1 + \frac{ 0.02 }{ 2 } \right) ^ {( - \left( 4.25 \times 2 \right) )}PV=$6479.22(1+20.02)(−(4.25×2))
PV=$5953.76PV=\$ 5953.76PV=$5953.76
The money is worth $5953.76
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