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Suppose thye original amount is y and the rate of interest is r%.

Then the total value after two years is y*(1+r/100)2 = y*(1 + r/50 + r2/10000)

So the compound interest, alone, after 2 years is y*(r/50 + r2/10000)

So y = compound interest/(r/50 + r2/10000)

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Q: How do you get from compound interest after two years back to the original amount?
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