The simple interest formula is a = p(1 + r)t where p represents the amount originally deposited, r is the interest rate, and a is the amount in the account after t years.
find r if a = 2700, p = 2200 and t = 5.
2700 = 2200(1 + r)5
express r as a percentage to one decimal place (x. x%).

To find this, you just need to plug it in and use some algebra to figure it out.
Initial:                                 2700 = 2200(1 + r)5
multiply 2200 and 5:             2700 = 11000(1 + r)
Divide both sides by 11000:     .24 = 1 + r
subtract both sides by 1:        -.754 = r

The problem is, a negative interest rate makes no sense if there was actually an increase of 500. We can try distributing the 11000 instead
Where we left off:                              2700 = 11000(1 + r)
Distribute the 11000:                         2700 = 11000 + 11000r
Subtract 11000 from both sides:        -8300 = 11000r
Divide both sides by 11000:                -.754 = r

As you can see, both methods reached the same impossible answer. I'm assuming that you didn't type out the equation right. Are you sure it wasn't 
2700 = 2200(1 - r)5
? If you subtract the r to make it negative, it might make more sense. But that still leaves us with a .754 rate of interest, which seems too high. Double check where you're typing from

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