Answer:
$16,106,127.36 after 30 days
Explanation:
This situation could be modeled by the equation
where x is the initial value and t is the time. x is the value on "the first day", so in this situation, we would substitute 0.03 for x, giving us
.
Then, we plug 30 into this equation, which would give us
.
is equal to 536,870,912-->multiplying this by 0.03 would give us $16,106,127.36