Answer:
The percentage decrease in price is 21.43
Explanation:
Given as :
the policy amount fro 35 years = $500,000
The time period of policy is 35 years
The Amount decreased = $361
Let The percentage decrease = R %
Now, From compounded method
Amount after n years = initial amount ×

or, $361 = $500,000 ×

Or,
=

or, 0.000722 =
Or,
=

or, 0.7857 =

So,
= 1- 0.7857 = 0.2143
So, Decrease rate of interest = 21.43
Hence The percentage decrease in price is 21.43 Answer