![](data:image/png;base64,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)
24 │ เกี่ยวกับจอภาพของคุณ
การกําหนดพิน
ขั้วตอ VGA
จํานวนพินสายสัญญาณที่เชื่อมตอไวดาน
ที่เปน 15 ขา
1 วิดีโอ-แดง
2 วิดีโอ-เขียว
3 วิดีโอ-น้ําเงิน
4 GND
5 การทดสอบตัวเอง
6 GND-R
7 GND-G
8 GND-B
9 คอมพิวเตอร 5 V/3.3 V
10 GND-ซิงค
11 GND
12 ขอมูล DDC
13 H-ซิงค
14 V-ซิงค
15 นาฬิกา DDC