কাগজ কেটে ২ সেমি ধারবিশিষ্ট বর্গাকার টাইলস বানাও। তারপর নিচের চিত্রের মতো আঠা দিয়ে টাইলসগুলো বসাও।
![](data:image/png;base64,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)
ক) পরবর্তী চিত্রটি বানাও।
খ) চিত্রগুলোর টাইলসের সংখ্যা হিসাব করে নিচের ছকটি পূরণ করো।
চিত্র নম্বর | ১ | ২ | ৩ | ৪ | ৫ | ৬ | … … … | ১০ |
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টাইলসের সংখ্যা | | | | | | | | |
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গ) চিত্র ও টাইলসের সংখ্যাকে একটি সাধারণ সূত্রের মাধ্যমে প্রকাশ করো।
ঘ) গ্রাফ পেপারের x অক্ষ বরাবর চিত্র ও y অক্ষ বরাবর টাইলসের সংখ্যা ধরে ছকের উপাত্তের লেখচিত্র অঙ্কন করো।