The rate given is 4.5%, but it didn't say theperiod of the intereset. In this case, we normally implies that the interest is annual.
The equation for simple interest is as follows:

Where P is the princiapal value, r is the rate and t is the time period in years, because the rate is annual.
We want to calculate t, so we can solve for it:

Ans we substitute the values:

That is, 0.164208... years.
In one normal year, we have 365 days, so the time in days is:

So, the answer is 60 days.