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Question
Spirogyra-র জন্য নিম্নের কোনটি প্রযোজ্য নয়?
এদের অযৌন প্রজনন সংঘটিত হয় না
দেহ বহুকোষী, শাখা-প্রশাখা যুক্ত ও সূত্রাকার
একটি অতি সাধারণ ও সহজলভ্য সবুজ শৈবাল
এই গণে বর্ণিত ১৮০ টি প্রজাতি রয়েছে
ANSWER : 1
Descrption
<p><strong>স্পাইরোগাইরা</strong> হলো এক ধরনের শৈবাল যা বেশির ভাগ জলাশয়ে পাওয়া যায়। সমাঙ্গদেহী উদ্ভিদ কী? যে সকল উদ্ভিদকে মূল কান্ড ও পাতায় বিভক্ত করা যায় তাই সমাঙ্গদেহী উদ্ভিদ।</p><figure class="image"><img src="data:image/jpeg;base64,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" alt="Biology for Beginners: What is Spirogyra? - Biology Wise"></figure>
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