Reja va yechishni tushuntirish. Katta sonni biror birlik sifatida qabul qilamiz. Unda ikkinchi son birinchi sonning 0.27 qismiga teng bo`ladi. Izlangan sonlarning ayirmasi 511. bu esa bizni katta sonni qismi 511 birlik ekanini payqashga olib keladi. Demak, birinchi sonning 0.73 qismi 511 ekan. Bundan esa sonning ma`lum bo`lagi yordamida uning hammasini topamiz:
birinchi son = 511 : 0.73 = 700
ikkinchisi undan 511 ta kam
demak, ikkinchi son = 700-511 = 189.
Tekshirish. Shartga muvofiq, birinchi sonning % i ikkinchisining % iga teng bo`lishi kerak, demak, 700 0.045 ko`paytma 189![](data:image/png;base64,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) ga teng bo`lishi lozim. Haqiqatan 31.5 = 31.5.
Javob: 700 va 189
Do'stlaringiz bilan baham: |