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বার্ষিক শতকরা কত মুনাফায় কোনো আসল ৮ বছরে মুনাফা-আসলে দ্বিগুণ হবে?

Created: 1 year ago | Updated: 1 year ago

অনুশীলনী ২.১

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8 months ago