답변입니다.
추천 메모리는
삼성전자 DDR4 16GB 3200MHz 메모리 (40,000원) x 2개 = 80,000원
구성을 권하구요. (2666MHz에 비해 높지만, DDR4 메모리는 상/하위 호환이 가능하며, 가격차이가 없어서 합리적인 선택이 되실거에요.)
메모리: 80,000원
배송비: 3,500원
총 83,500원
계좌: 국민은행 015401-04-221125 김현철 (이지디아이와이)
로 입금해주시고, 받으실 주소를 알려주시면, 확인하는대로 발송해드리겠습니다.
기존 사업자등록증에서 변경 부분이 없다면, 세금계산서도 같이 발급해드리겠습니다.
[ Original Message ]
안녕하세요?
유선으로 램 관련 문의드린 강남캐스터넷입니다.
2018년 10월에 구매한 컴퓨터에 램을 교체하고 싶어서 문의글 올립니다.
현재 사용하고 있는 램은
삼성전자 DDR4 8GB PC4-21300 (2666MHz / 듀얼채널 구성) × 2개
이며 2개의 슬롯에 각각 1개씩 사용하고 있습니다.
![](data:image/png;base64,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)
추가 슬롯이 없는관계로 기존의 8g메모리 2개를 제거하고
16g 메모리를 2개 추가하고 싶습니다.
추가할 메모리의 금액알려주시면
검토 후 연락드리도록 하겠습니다.
감사합니다. ^^
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