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বার্ষিক ১০% সরল মুনাফায় ১২০০ টাকার ৪ বছরের সরল মুনাফা কত?

১২০ টাকা

২৪০ টাকা

৩৬০ টাকা

৪৮০ টাকা

ANSWER : 4

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"></figure>

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