[옵션] 옵션 수익 시나리오 및 계산
무료로 옵션 전략별 수익계산을 해볼수 있는 사이트를 소개합니다.
https://www.optionsprofitcalculator.com
스프레드를 예로들면 원하는 콜옵션이나 풋옵션의 매수포지션과 매도포지션을 입력해 주면 예상 수익률을 보여줍니다.
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
| 번호 | 제목 | 작성자 | 작성일 | 추천 | 조회 |
| 28 |
[옵션] 옵션스플레이 (OptionsPlay) 플랫폼 (2)
LowKey
|
2023.04.14
|
추천 6
|
조회 860
|
LowKey | 2023.04.14 | 6 | 860 |
| 27 |
[옵션] 과거 옵션 데이터를 볼 수 있는곳 (1)
LowKey
|
2023.01.21
|
추천 4
|
조회 1121
|
LowKey | 2023.01.21 | 4 | 1121 |
| 26 |
주식 옵션과 주식시장
LowKey
|
2023.01.04
|
추천 2
|
조회 852
|
LowKey | 2023.01.04 | 2 | 852 |
| 25 |
[개인플랫폼] 배당주 투자시 참고하기 좋은 무료사이트
LowKey
|
2022.11.03
|
추천 2
|
조회 835
|
LowKey | 2022.11.03 | 2 | 835 |
| 24 |
[개인 블로그] Flapto회원님의 경제이야기 (1)
LowKey
|
2022.10.11
|
추천 3
|
조회 1037
|
LowKey | 2022.10.11 | 3 | 1037 |
| 23 |
[개인 블로그] 옵션감마와 주식시장 (2)
LowKey
|
2022.01.17
|
추천 1
|
조회 4585
|
LowKey | 2022.01.17 | 1 | 4585 |
| 22 |
[개인 블로그] 우리방의 꿈나무 TCX님의 블로그 입니다.
LowKey
|
2022.01.12
|
추천 1
|
조회 1568
|
LowKey | 2022.01.12 | 1 | 1568 |
| 21 |
[옵션] 옵션 수익 시나리오 및 계산
LowKey
|
1970.01.01
|
추천 0
|
조회 463
|
LowKey | 1970.01.01 | 0 | 463 |
| 20 |
[포트폴리오 관리] 개미투자자 포트폴리오 과거실적 무료 분석툴
LowKey
|
1970.01.01
|
추천 0
|
조회 620
|
LowKey | 1970.01.01 | 0 | 620 |
| 19 |
인베스토피디아
LowKey
|
1970.01.01
|
추천 0
|
조회 910
|
LowKey | 1970.01.01 | 0 | 910 |