<p>ষষ্ঠ অধ্যায়</p> <p>সমাজজীবনে প্রভাব বিস্তারকারী উপাদান</p> <p> </p> <p>জ্ঞানমূলক প্রশ্ন</p> <p>১। বংশগতি কী?</p> <p>উত্তর : বংশগতি হচ্ছে মানুষের দেহের গঠন ও তার প্রকৃতি বা স্বভাব-চরিত্র বংশানুক্রমে উত্তরপুরুষের মধ্য থেকে পরবর্তী পুরুষের মধ্যে সংক্রমিত ও সঞ্চারিত হওয়া।</p> <p>২। কত ডিগ্রি ফারেনহাইট তাপমাত্রা মানসিক দক্ষতার অনুকূল?</p> <p>উত্তর : ৪০০ ফারেনহাইট তাপমাত্রা মানসিক দক্ষতার অনুকূল।</p> <p>৩। মানবজীবনে প্রভাব বিস্তারকারী প্রধান উপাদান কয়টি?</p> <p>উত্তর : মানবজীবনে প্রভাব বিস্তারকারী প্রধান উপাদান চারটি।</p> <p>৪। কোন অঞ্চল মানুষের বসবাসের অধিক উপযোগী?</p> <p>উত্তর : নাতিশীতোষ্ণ অঞ্চল মানুষের বসবাসের অধিক উপযোগী।</p> <p>৫। ‘পার্বত্য ভূমি স্বাধীনতার অনুকূল আর প্রাচ্যের সমতল ও উষ্ণ অঞ্চল একনায়ক ও স্বৈরাচারী শাসনের অনুকূল’—উক্তিটি কার?</p> <p>উত্তর : উক্তিটি করেছেন ফরাসি দার্শনিক মন্টেস্কু।</p> <p>৬। নারিকেলের চাষ ভালো হয় কোন মাটিতে?</p> <p>উত্তর : নোনা মাটিতে।চাঁদের গাড়ির প্রচলন দেখা যায়।</p> <p>৭। ব্যক্তিত্ব গঠনের ক্ষেত্রে সমাজ-মনোবিজ্ঞানীরা কাকে দায়ী করেন?</p> <p>উত্তর : বংশগতির উপাদানটিকে ব্যক্তিত্ব গঠনের ক্ষেত্রে সমাজ-মনোবিজ্ঞানীরা দায়ী করেন।</p> <p>৮। কোন অঞ্চলের মানুষ অলস ও অবসাদগ্রস্ত হয়?</p> <p>উত্তর : গ্রীষ্মপ্রধান অঞ্চলের মানুষ অলস ও অবসাদগ্রস্ত।</p> <p>৯। মানবশিশুর অনানুষ্ঠানিক শিক্ষাপ্রতিষ্ঠান কোনটি?</p> <p>উত্তর : পরিবার হলো মানবশিশুর অনানুষ্ঠানিক শিক্ষাপ্রতিষ্ঠান।</p> <p>১০। সমাজের অর্থনৈতিক ভিত্তি কী?</p> <p>উত্তর : উৎপাদন কৌশল।</p> <p>১১। পোশাক-পরিচ্ছদ কোন উপাদানটি দ্বারা প্রভাবিত?</p> <p>উত্তর : ভৌগোলিক উপাদান দ্বারা প্রভাবিত।</p> <p>১২। আদর্শ জলবায়ুর কত ডিগ্রি আর্দ্রতা?</p> <p>উত্তর : ৮০ ডিগ্রি।</p> <p>১৩। কাব্য, সাহিত্য, শিল্পকলা, সংগীত, নৃত্য ইত্যাদি কোন সংস্কৃতির রূপ?</p> <p>উত্তর : অবস্তুগত সংস্কৃতির রূপ।</p> <p>১৪। বাংলাদেশের কোন জেলায় প্রচুর পরিমাণে তামাকের চাষ হয়ে থাকে?</p> <p>উত্তর : কুষ্টিয়া জেলায়।</p> <p> </p> <p>অনুধাবনমূলক প্রশ্ন</p> <p>১। ভৌগোলিক পরিবেশ বলতে কী বোঝায়?</p> <p>উত্তর : প্রাকৃতিক উপাদানগুলো নিয়ে গড়ে ওঠা পরিবেশকে ভৌগোলিক পরিবেশ বলে। অন্যভাবে বলা যায়, ভৌগোলিক পরিবেশ বলতে প্রাকৃতিক জলবায়ু ও তাপমাত্রা, মৃত্তিকা ও জলের অবস্থান ও গতি, বনাঞ্চল, ঋতু, পশুপাখি, ঝড়-বৃষ্টি, ভূমিকম্প ইত্যাদিকে বোঝায়। এ সম্পর্কে ম্যাকাইভার ও পেজ বলেন, ‘মানবজীবনের ওপর ভৌগোলিক পরিবেশের প্রত্যক্ষ প্রভাব রয়েছে।’ এ দৃষ্টিতে সমাজবিজ্ঞানীরা মানব ক্রিয়াকে ছয়টি প্রধান ভাগে বিভক্ত করেছেন, যা ভৌগোলিক অবস্থার সঙ্গে প্রত্যক্ষভাবে জড়িত। এগুলো হলো—</p> <p><img alt="" 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" /></p> <p>২। বংশগতির প্রভাব বুঝিয়ে লেখো।</p> <p>উত্তর : ব্যক্তির ব্যক্তিত্ব গঠন ও পরিচালনায় প্রতিভা ও দক্ষতা, আচার-ব্যবহার ও মানবিক অবস্থা, দৈহিক আকার-আকৃতিতে বংশগতির প্রভাব রয়েছে। বংশানুক্রমের প্রভাব উত্তরাধিকার সূত্রে প্রবাহিত হয়। যেমন—মা-বাবা, দাদা-দাদি, নানা-নানির কাছ থেকে উত্তরাধিকার সূত্রে তাঁদের আচার-আচরণ, গুণাগুণ, স্বভাব, স্বাস্থ্য ও মেজাজ, বুদ্ধিবৃত্তি— এসবের অধিকারী হওয়া। এ ছাড়া জন্মগত সাদৃশ্যে, ব্যক্তিত্ব গঠনে, সামাজিক খ্যাতি ও মর্যাদায়, প্রতিভা ও দক্ষতা অর্জনে বংশগতির বিশেষ ভূমিকা রয়েছে।</p> <p> </p> <p>৩। সভ্যতার উন্মেষে ভৌগোলিক পরিবেশের প্রভাব কিভাবে ভূমিকা রাখে?</p> <p>উত্তর : সভ্যতার উন্মেষে ভৌগোলিক পরিবেশের প্রভাব অপরিসীম। যেখানে খাদ্যের জোগান ও বসবাসের উপযোগী আবহাওয়া বর্তমান, সেখানে সভ্যতার গোড়াপত্তন সম্ভব। সভ্যতা সৃষ্টির জন্য মানুষের উদ্যম, কর্মশক্তির ভূমিকা অনস্বীকার্য। হানটিংটন তাঁর ‘Civilization and climate’ নামক গ্রন্থে বলেছেন, ‘জলবায়ু মানুষের কাজকর্ম নিয়ন্ত্রণ করে।’ তাঁর মতে, শুধু অনুকূল ভৌগোলিক পরিবেশের জন্যই নাতিশীতোষ্ণ অঞ্চলে প্রাচীন মহান সভ্যতাগুলোর বিকাশ হয়েছিল। উদাহরণস্বরূপ নাতিশীতোষ্ণ অঞ্চলের মানুষ সাধারণত কর্মশক্তিতে বলীয়ান ও উদ্যমশীল হয়। আবার নাতিশীতোষ্ণ জলবায়ু কৃষিকাজের জন্য উপযোগী। ফলে বসতি স্থাপন, তথা সভ্যতার উন্মেষ ও বিকাশ উষ্ণ বা শীতল অঞ্চলের তুলনায় নাতিশীতোষ্ণ অঞ্চলে বেশি সম্ভব হয়েছে।</p>