โค้งปกติ2/3
ที่ว่ามานั้น เป็นจำนวนน้อย คือ หลักสิบ เท่านั้นเอง ทีนี้ถ้าเป็นหลักแสนคนจะได้คล้ายๆ แบบนี้ จากกราฟ แท่งเราก็มาปรับ เป็นเส้นโค้ง โดยเขียน เป็นเส้นโค้งต่อเนื่องกันไปแบบนี้ 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) จากกราฟแท่ง และเส้นโค้ง เราก็เอา แท่งออกไปเสีย ได้เป็นเส้นโค้ง จากนั้น นักสถิติ เขา ก็แบ่งโค้งนี้ออกเป็นสองส่วนเท่ากัน ตรงกลาง คือจุดที่แสดงค่า X- bar หรือที่หนังสือเรียกว่าค่าเฉลี่ยเลขคณิต ส่วนชาวบ้านเรียกว่า ค่าเฉลี่ย เฉยๆ 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เส้นสีดำกึ่งกลาง คือ เส้น แสดง ค่ากลางหรือที่เราเรียกว่าค่าเฉลี่ย นั่นเองถ้าค่านี้มาจากทุกคน เราเรียกว่ามิว ตัวนี้ครับ µ ถ้ามาจาก การเก็บตัวอย่าง คือ เก็บมาแค่ 40 50 คน จาก สองพันคนเราเรียกค่านี้ว่า x-bar เขียนได้ แบบนี้ ![](data:image/jpeg;base64,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) ตัวขีดข้างบน เรียกว่า bar (บาร์)
Create Date : 27 กุมภาพันธ์ 2559 |
Last Update : 27 กุมภาพันธ์ 2559 2:55:26 น. |
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