Answer:
Balance at the age of 20 will be $1455966.46
Explanation:
Formula to calculate the final amount is,

Where A = Final amount
P = Principal amount or amount invested
A = Final amount
r = Rate of interest
n = Number of compounding in a year
If Jason invested $200 in an account for 4 years with rate of interest 223%.
P = $200
r = 223%
n = 365
t = 4 years
A =

A =

A = $1455966.46
Therefore, balance amount in Jason's account at the age of 20 will be $1455966.46.