চতুৰ্ভুজ
অষ্টম শ্রেণি (মাধ্যমিক)- গণিত - চতুৰ্ভুজ | NCTB BOOK
1.
![](data:image/png;base64,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)
চিত্রে, AABC এর মধ্যমা BO কে D পর্যন্ত
এমনভাবে বর্ধিত করি যেন BO = OD হয়।
প্রমাণ কর যে, ABCD একটি সামান্তরিক।
চিত্রে, AABC এর মধ্যমা BO কে D পর্যন্ত
এমনভাবে বর্ধিত করি যেন BO = OD হয়।
প্রমাণ কর যে, ABCD একটি সামান্তরিক।
2.
প্রমাণ কর যে, সামান্তরিকের একটি কর্ণ একে দুইটি সর্বসম ত্রিভুজে বিভক্ত কর।
প্রমাণ কর যে, সামান্তরিকের একটি কর্ণ একে দুইটি সর্বসম ত্রিভুজে বিভক্ত কর।
3.
প্রমাণ কর যে, চতুর্ভুজের বিপরীত বাহুগুলো পরস্পর সমান ও সমান্তরাল হলে, তা একটি সামান্তরিক।
প্রমাণ কর যে, চতুর্ভুজের বিপরীত বাহুগুলো পরস্পর সমান ও সমান্তরাল হলে, তা একটি সামান্তরিক।
4.
প্রমাণ কর যে, সামান্তরিকের কর্ণদ্বয় পরস্পর সমান হলে, তা একটি আয়ত।
প্রমাণ কর যে, সামান্তরিকের কর্ণদ্বয় পরস্পর সমান হলে, তা একটি আয়ত।
5.
প্রমাণ কর যে, চতুর্ভুজের কর্ণদ্বয় পরস্পর সমান হলে এবং পরস্পরকে সমকোণে সমদ্বিখণ্ডিত B করলে, তা একটি বর্গ।
প্রমাণ কর যে, চতুর্ভুজের কর্ণদ্বয় পরস্পর সমান হলে এবং পরস্পরকে সমকোণে সমদ্বিখণ্ডিত B করলে, তা একটি বর্গ।
6.
প্রমাণ কর যে, আয়তের সন্নিহিত বাহুর মধ্যবিন্দুসমূহের যোগে যে চতুর্ভুজ হয়, তা একটি রম্বস।
প্রমাণ কর যে, আয়তের সন্নিহিত বাহুর মধ্যবিন্দুসমূহের যোগে যে চতুর্ভুজ হয়, তা একটি রম্বস।
7.
প্রমাণ কর যে, সামান্তরিকের যেকোনো দুইটি বিপরীত কোণের সমদ্বিখণ্ডক পরস্পর সমান্তরাল।
প্রমাণ কর যে, সামান্তরিকের যেকোনো দুইটি বিপরীত কোণের সমদ্বিখণ্ডক পরস্পর সমান্তরাল।
8.
প্রমাণ কর যে, সামান্তরিকের যেকোনো দুইটি সন্নিহিত কোণের সমদ্বিখণ্ডক পরস্পর লম্ব।
প্রমাণ কর যে, সামান্তরিকের যেকোনো দুইটি সন্নিহিত কোণের সমদ্বিখণ্ডক পরস্পর লম্ব।
9.
প্রমাণ কর যে,
∠BDF + ∠DFE + ∠FEB + ∠EBD = চার সমকোণ।
প্রমাণ কর যে,
∠BDF + ∠DFE + ∠FEB + ∠EBD = চার সমকোণ।
10.
প্রমাণ কর যে, DF | BC এবং
প্রমাণ কর যে, DF | BC এবং
11.
![](data:image/png;base64,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)
চিত্রে, ∠BCD সামান্তরিকের AM ও CN, DB এর উপর লম্ব। প্রমাণ কর যে, ∠NCM একটি সামান্তরিক।
চিত্রে, ∠BCD সামান্তরিকের AM ও CN, DB এর উপর লম্ব। প্রমাণ কর যে, ∠NCM একটি সামান্তরিক।
12.
AB ভূমিবিশিষ্ট দুইটি ত্রিভুজের নাম লেখ।
AB ভূমিবিশিষ্ট দুইটি ত্রিভুজের নাম লেখ।
13.
প্রমাণ কর যে, AD ও BC পরস্পর সমান ও সমান্তরাল।
প্রমাণ কর যে, AD ও BC পরস্পর সমান ও সমান্তরাল।
14.
দেখাও যে, OA = OC এবং OB = OD
দেখাও যে, OA = OC এবং OB = OD
15.
∠BAD=70° হলে ∠ABC এর মান নির্ণয় কর।
∠BAD=70° হলে ∠ABC এর মান নির্ণয় কর।
Promotion
![](https://sattacademy.com/public/custom/banner/pro_banner.png)