<p>১।        রুই মাছের হৃদপিণ্ডের ক্ষেত্রে কোনটি সঠিক?</p> <p>            ক) O<sub>2</sub> যুক্ত রক্ত পাম্প করে</p> <p>            খ) CO<sub>2</sub> যুক্ত রক্ত পাম্প করে</p> <p>            গ) O<sub>2</sub> ও CO<sub>2</sub> যুক্ত রক্ত পাম্প করে</p> <p>            ঘ) মিশ্রিত রক্ত পাম্প করে</p> <p>২।        রুই মাছের হৃদপিণ্ডের অংশগুলো হলো—</p> <p>            i. সাইনাস ভেনোসাস</p> <p>            ii. কোনাস আর্টারিওসাস</p> <p>            iii. বাল্বাস আর্টারিওসাস</p> <p>            নিচের কোনটি সঠিক?</p> <p>            ক) i, ii              খ) i, iii</p> <p>            গ) ii, iii ঘ) i, ii ও iii</p> <p>৩।        রুই মাছের হৃদপিণ্ড থেকে ফুলকায় রক্ত সরবরাহ করে—</p> <p>            ক) এফারেন্ট ব্রাংকিয়াল ধমনি</p> <p>            খ) ইফারেন্ট ব্রাংকিয়াল ধমনি</p> <p>            গ) ল্যাটেবাল ধমনি</p> <p>            ঘ) পৃষ্ঠীয় ধমনি</p> <p>৪।        কোন প্রাণীতে একচক্রী রক্ত সংবহনতন্ত্র উপস্থিত?</p> <p>            ক) Poekilocerus pictus</p> <p>            খ) Labeo rohita</p> <p>            গ) Hydra vulgaris</p> <p>            ঘ) Homo sapiens</p> <p>৫।        রুই মাছের ফুলকাসংখ্যা কত জোড়া?</p> <p>            ক) ৪     খ) ৫                             গ) ৬     ঘ) ৭</p> <p>৬।        রুই মাছের আঁশের কেন্দ্রকে কী বলে?</p> <p>            ক) সারকুলি         খ) অ্যানলি</p> <p>            গ) ফোকাস         ঘ) ক্রোমাটোফোর</p> <p>৭।        রুই মাছের পটকায় বিদ্যমান গ্যাস হলো—</p> <p>            i. অক্সিজেন</p> <p>            ii. কার্বন ডাই-অক্সাইড</p> <p>            iii. হাইড্রোজেন</p> <p>            নিচের কোনটি সঠিক?</p> <p>            ক) i, ii              খ) i, iii</p> <p>            গ) ii, iii             ঘ) i, ii ও iii</p> <p>৮।        রুই মাছের বায়ুথলির কাজ হলো—</p> <p>            i. শব্দ উৎপাদন করা</p> <p>            ii. প্রতিধ্বনি সৃষ্টি করা</p> <p>            iii. শ্বসনে সাহায্য করা</p> <p>            নিচের কোনটি সঠিক?</p> <p>            ক) i, ii              খ) i, iii</p> <p>            গ) ii, iii             ঘ) i, ii ও iii      </p> <p><strong>উদ্দীপকের আলোকে ৯ ও ১০ নম্বর প্রশ্নের উত্তর দাও :</strong></p> <p><img alt="" src="data:image/png;base64,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" /></p> <p>৯।        উদ্দীপকে ই চিহ্নিত অংশটি হলো—</p> <p>            ক) ইউস্টেসিয়ান নালি</p> <p>            খ) অ্যালভিওলার নালি</p> <p>            গ) নিউম্যাটিক নালি</p> <p>            ঘ) সংগ্রাহী নালি</p> <p>১০।      উদ্দীপকে অ-এর কাজ কোনটি?</p> <p>            i. আপেক্ষিক গুরুত্ব রক্ষা</p> <p>            ii. শব্দ তৈরি</p> <p>            iii. প্লবতা রক্ষা</p> <p>            নিচের কোনটি সঠিক?</p> <p>            ক) i, ii              খ) ii, iii</p> <p>            গ) i, iii              ঘ) i, ii ও iii</p> <p>১১।      নিচের কোনটি রুই মাছকে অক্সিজেন গ্রহণে সাহায্য করে?</p> <p>            ক) ফুলকা আর্চ                                         খ) ফুলকা র‍্যাকার</p> <p>            গ) ফুলকা আবরণী                                                ঘ) ফুলকা ফিলামেন্ট</p> <p>১২।      নিচের কোনটি রুই মাছের রেণু পোনার দৈর্ঘ্য?</p> <p>            ক) ৫.৮ মি.মি.     খ) ৭.৮ মি.মি.</p> <p>            গ) ১২.৮ মি.মি.   ঘ) ২৩.৮ মি.মি.</p> <p>১৩।      রুই মাছের প্রধান চলন অঙ্গ কোনটি?</p> <p>            ক) পৃষ্ঠ পাখনা                                         খ) পুচ্ছ পাখনা</p> <p>            গ) বক্ষ পাখনা                                         ঘ) শ্রোণী পাখনা</p> <p>১৪।      রুই মাছে কত ধরনের যুগ্ম পাখনা থাকে?</p> <p>            ক) ২                 খ) ৩                             গ) ৪                ঘ) ৫</p> <p>১৫।      রুই মাছের প্রাকৃতিক প্রজননক্ষেত্র হিসেবে কোন নদী অন্যতম?</p> <p>            ক) যমুনা            খ) কর্ণফুলী</p> <p>            গ) হালদা           ঘ) পদ্মা</p> <p>১৬।      রুই মাছের আঁশের বৃদ্ধি কোন সময়ে বেশি হয়?</p> <p>            ক) বর্ষাকালে       খ) শরত্কালে</p> <p>            গ) শীতকালে       ঘ) বসন্তকালে</p> <p>১৭।      রুই মাছের যৌন পরিপক্বতা লাভ করতে কত সময় লাগে?</p> <p>            ক) ৩ মাস           খ) ৬ মাস</p> <p>            গ) ১ বছর           ঘ) ২ বছর</p> <p>১৮।      রুই মাছের পুচ্ছ পাখনা কোন ধরনের?</p> <p>            ক) হেমোসার্কাল</p> <p>            খ) হেটেরোসার্কাল</p> <p>            গ) ডিফিসার্কাল</p> <p>            ঘ) প্রটোসার্কাল</p> <p> </p> <p>উত্তর</p> <p>১. খ ২. খ ৩. ক ৪. খ ৫. ক ৬. গ ৭. ক ৮. ঘ ৯. গ ১০. ঘ ১১. ঘ ১২. খ ১৩. ঘ    ১৪. ক ১৫. গ ১৬. ঘ ১৭. ঘ ১৮. ক।</p>