การให้เหตุผลแบบนิรนัยเป็นการนำความรู้พื้นฐานซึ่งอาจเป็นความเชื่อ ข้อตกลง กฎ หรือบทนิยาม ซึ่งเป็นสิ่งที่รู้มาก่อน และยอมรับว่าเป็นความจริงเพื่อหาเหตุผลนำไปสู่ข้อสรุป เป็นการอ้างเหตุผลที่มีข้อสรุปตามเนื้อหาสาระที่อยู่ภายในขอบเขตของข้ออ้างที่กำหนด อ่านเพิ่ม![ผลการค้นหารูปภาพสำหรับ การให้เหตุผลแบบนิรนัย](data:image/jpeg;base64,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)
ไม่มีความคิดเห็น:
แสดงความคิดเห็น