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চালের মূল্য ১২% কমে যাওয়ায় ৬০০০ টাকায় পূর্বাপেক্ষা ১ কুইন্টাল চাল বেশি পাওয়া যায়। ১ কুইন্টাল চালের বর্তমান মূল্য কত?

৭৫০ টাকা

৭০০ টাকা

৭৭৫ টাকা

৭২০ টাকা

ANSWER : 4

Descrption

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"></p>

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