Answer:
The contract price based on the expected value of future payments to be received is $246,960
Explanation:
The computation of the expected value is shown below:
For meeting the target, it will equal to
= (Received amount × number of months + additional amount) × probability rate
= ($39,200 × 6 months + $19,600) × 80%
= $203,840
For not meeting the target, it will equal to
= (Received amount × number of months - additional amount) × remaining probability rate
= ($39,200 × 6 months - $19,600) × 20%
= $43,120
So, the total expected value would be
= $203,840 + $43,120
= $246,960