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Bunuel
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Given : 10,000 deposited into the bank and some additional deposits were made during the year.

To find : the interest rate earned during the year

Solution:
Statement 1: 5,000 were deposited additionally. But when? And at what interest rate? (Not sufficient)

Statement 2: account earn interest at the rate of 6% compounded quarterly.
But what about additional deposits? (Not sufficient)

1&2: 5000 is additional deposits and 6% interest rate compounded quarterly.
But when that deposits are made in bank. Early quarterly. Mid quaterly.
We don't know.

So answer has to be E

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The equation is:
Interest earned = P*(1+r)^t - P
where P is total investment, r is rate of interest and t is time period for which interest will be calculated

(1) The additional deposits during the year totaled $5,000.
Clearly, Insufficient as we don't know anything on rate of interest and when exactly additional deposits were deposited to calculate interest.

(2) The account earned interest at the annual rate of 6 percent compounded quarterly.
Clearly, Insufficient as we don't know the amount of additional deposits and when exactly additional deposits were deposited to calculate interest.

Combining (1) + (2),
We still don't know when additional deposits were deposited, we can't calculate interest without it.

Hence, (E) is the answer.
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