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আয়েশা ৭২ টাকা দিয়ে ৩টি খাতা কিনল। ১২ টি খাতা কিনতে তাঁর কত টাকা লাগবে?

১৪৪ টাকা

২১৬ টাকা

২৮৮ টাকা

৪৩২ টাকা

ANSWER : 3

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"></figure>

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