Answer:
$55,758.47
Step-by-step explanation:
Money which must be deposited to the fund at the end of year 0:
= 16000/1.06 + 14000/1.06^2 + 12000/1.06^3 + 10000/1.06^4 + 8000/1.06^5 + 6000/1.06^6
= 16000/1.06 + 14000/1.1236 + 12000/1.191016 + 10000/1.26247696 + 8000/1.33823 + 6000/1.41852
= 55758.4640346
= $55,758.47