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로또1146회

UFC

박지현 히든페이스

허성범

열혈사제 시즌2

윤하

타이슨 제이크 폴

김준수

피의게임3

리플

로그인 회원가입|아이디

비번찾기

질문/요청 입니다.

간단한? 산수문제 여쭤 봅니다. (지수의 이항)5

스웨덴수비의핵
등록일 2021-10-24 14:31
조회수 475

산수 좀 여쭤 봅니다.

노란색 1/4이 어디서 나온건가요? Te 의 지수 4가 넘어가서???

혹시 이런류의 간단한 방정식 예시 좀 알 수 있을까요?

참고로 1,362 * 1/4 *0.7 = 238 입니다.

파워링크 등록안내



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맨강사

지수가 1/4인데 곱하기 1/4 로 잘못 적었네요. 단위도 보면 캘빈4승이니 지수가1/4가 되야 캘빈이 나오겠네요

2021-10-24 점아이콘

댓글주소복사

0 스웨덴수비의핵

감사합니다.

그럼 이렇게 적으면 될까요?

감사합니다.
그럼 이렇게 적으면 될까요?
 

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" 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2021-10-24 점아이콘

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이론 답변이 늦었네요 ㅠㅠ 괄호 위에 있어야 합니다!! 괄호의 지수가 1/4에요!!

2021-10-26 점아이콘

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2021-10-24 점아이콘

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N/Sn9QbPxSXs1442Dk+gAyc+i1u5mKWves3JDqcDzQXlt63lpm9vc/VyMEzPK25N1/rk8CtCTyyuDzzl9uthGXGT+aYkWBJvnZb56j2XBU59RzzVuprV+Rqvmfbj6iDzSyFXRXsbf7kWduf2IkfisuW6oL3gZcOWLuddeqo+vqBWlqezsW3LZcP9mx7FZc+LT4aGR6XwHEJKC4v983a+aPmv2byR7QR9dty8o9PSwMfoRJx2YtCRgD3oppZxduiDfH9mu01/NP2rbd1bp7ZTjtnUebkuaZ98WOLvpm1I+fmUjq5HmQbeOmAtVvKr011iXtp2Sw5XDNARnXs2fb6O5eKy1GPeFwCxyXwyOLyu++++yNCxl/R3iqtnT9q/rXXdoIULIuO7rdLtLBtK3WOls9Thjzs14R/HB89gJo5im2bIiB7wZE6D41st/ZG7yvPtftr+Y982OJ4ZTKzl1sNelwpVx8cvkarxA/F5awXDnSOgcDA732LG7mZe1N6g4iLDB/e2beXkd29jvv3j3uRtp6jEcjnnQs0n9VHTWcRl2f5h56Mq1YEMr4YZxF77Xhj7kGU9MqlTE9MRFz2hGkVpT0Rc+newJzvzW+t/8/wPqKOvppdM9In9GdPmGeMtFqD/l0rvpfm7/X/0j47VeRyaaO3yseHMN82RgOiVxcDjPy80nkcY7mBDyYXhdkg7Nnc8xgX9AxOoggmCTwDAT6ruZeMC/yRoiNr+T+yuPzqq6/+uP6sbfcR89eIVK6ro23rf/IxlzA2GaMEJiI4mE96wjNChvLMN5TjxXFscbwnDttyrT+857NBeez06u6VOesx+jYiHyaI+dncnn6DHUGo9Gds9PozZbC/9Yv6r02KyyvJAb3Xkb1vHL0q+NBlwGCHwZQPeS//kY5Vccn//Jok8GwEuMhHaD5K20fXLK4/j5S+/PLL12vvxx9//EhuD32tgq03p+QYY65NzCOIwFZg8B5xMhIyCWYw52C31oEA6omKnp9t5LPNw7z2aJ+TlvE179v+CN+6hVUvwastf6k/e3bufeyxrir3pmX9fxD48MMPXy9IXOhNEngmAkyo7dLUM7X/3m394osvXq89n3322b1dsX4JSGBAQHE5AOPhOYF37969XuC50Jsk8AwEWJVAVF5a2noLi9xX1YscvcXumcoSsSQC5BfbM/WqbTkbAcXl2Xp0p/bkvqezLE3thM1qHphAu1Q1Wta6ton1lycUl2OKWVrkGmSSgASOSUBxecx+ObxX3GvJRZ7lcZMEjkSgt2yd+w0RiNxvlvuduSesikQihxxjbBOl3OuBBKKi3PuG79StuOyPKH56KOKS39s1SUACxySguDxmvxzeq/pD6rf8rbnDg9DBVwKIMIRRhBkCACFXf1ILURdhkG3Fx3nKU66mCMGUmf0gdOpoHyKo4rKNQGKX81mSTj1sew9RVN/a/dp+yie1Dzq0beQ9Pief4jLk3t/W39j1uvM+G99J4EgE/rz6HckrfTk8gfrEuD+kfvjuuqmDCEtEFZG+/FpC7k9EYFWBWZd+kzfORdy1wgvBiG1staIxZbNFeOILZWqKuORcvWcykULqrP4nP3WuEXoRt5Rr25encltxjKBEQJPeKi6zokD9t3r98MMPFe2u+/kBdVdMdsVuZRJYTUBxuRqZBUIgN9Zv+VuXCBUmRdPjEIgorCIS7yMkI5zSIvq3FZAIMY4jwNpzlMuScWyMtqN8EYuIy5qqGGz9xw98uiRoe/baNiNi8a1dZscvjkcMV3FJ/WuEbfXjrPv5GSKfFD9rD9uusxBwFj9LT96hHXmoZ+0T40zYl15vaQ4TNdEhJmfERDvRY5vzl3zI+TbS9FbfEBD41Ua2RnbJjwCJP7SrFUKjsnscjyBqfYqgQ3zWRNtbkYf44kXbeNUEf/JHgNVzdT/1tQKOPDnX2uZcuLb9kXaxXZoiqDNm8Jk6GYM9/zmX+nvbXpmlvpwxX77Q+vu6Z+xd23QmAorLM/Xmzm358ccfXyfGtUtUvUm0PXZtUyJEmLSJOLWCIXYjHNp6e+9HNmJryRaRQJ2IpNRxqRxlshyM8EIg0abYWBNRu1TXW87DB5/qsjLHeM+rFUgRVKmTvDBhyzleSZTFdsRajve2MKK+XloiLttyGSNrxGWiuLQlfbXE99Sd8vhrep9AvRXHh3neZ+M7CRyNgOLyaD3yQP7Ui/2am+sREmsm7CVIECGIC2wvmcwj9HpRLuqLqMHmWxJ2UlfE1lJxSTnytj5EKHEOEXOEhB81uopvdbm3+tiKS9qXNrbikuNVbFY7dR/O1DkS3GHWs0U5Xm0Kf7ZLE30ce2xhsDSlvpRXYL5PLg8R8mWWa49JAhI4LoG/XlGP66ueHZBAlqnW3HfJ5Llmwl7SbEQIdpcIS+xRfwRNz34m+pH47JXpHUMgIGgiFCJy8HWWIm7J1xOQEXKzNszs985V36h39qr9h68RzvEVWxwj6tgyhEfaT/7aRs5FAMaftnzPd/odO/jSS7EV2zVP2lmPsZ8xUNva5qnvI3BzGwZbbI8Eby279z4+4dsa8bu3j219eVhp7W04rR3fS0ACtycwn+FuX781PDiBa+67ZFJbOmEvwRNh0RMOS8q3eSLstrJX7UfkwGCWLk3+WT49gjiIL7Stptx/GLGVc8nPexjzPon34Y44reeSp7eFw0xoh3tsVxv0Ra8/1orLtDdjO8L5CH1U28s+7YXFEX1rfc37fJF1STxE3ErguATmM9xx/dazgxDI0via+y6Z2DIBv7UZEYLYbMXNtbYjKlp7EbFE49oIWfVjFmmLyOmJmepvIrE9MUS++IKd1hfqT9QMX9vIGecRFZRtz1Uflu7jY49/2tq2ofJtWZKXF36150b+0J5e/TX/yBfyUJZXm+Ln0rEa0VzHTfpxC86tf9e+xydetOtRxOUvv/zy2kcuiV/b65aTwL4E/npF3bd+azsBgUQUeMBnSWIiXzphX7LHpI29rSbJiMSRvdxT10bUIiLa463/ETk9MVPzRrC1wix5qp0qZvAf3xFciZwh0pI4znvq51XLJs/abdrePi2eSB7na4poo23tOOBYltOXCjLsj/or9YZXj2dYJG+28bP1MefbbcZGPZ4+uORfLXPL/XDAL9p1FL8utTm/b+mS+CVSnpfAMQgoLo/RDw/tRZ4a5zfoliQmcyJrvKrQ4f1asZMIHQKDCTNCI4KBCb8VPTMfIyhGwiaTcxVmOUZb2ihiW1fyUn6WEEHkGYnVaof9UYod8kR4htUlH0Y22+MRrLBmn0RfRCTmWMol6trjFX97IjDl6zZfBrA5S+HVswuHHouMhSXikjbGTjsG0qYldmZt2OIcYjJ+sH0UccnvWsLXP2zYYhRoQwK3JzCf4W5fvzWcgABL4yxXLV2yYkLjhSBg0kf8IXgyOY+EXQ9VxGlsMmFik9c1NrGDzVnK8ifiKYIN35eI2Igc8s/SJUFS7bA/SvCgLlgjxPH5FglxVb8swBD+rbCk7vgekVP9Sbt75Wq+7Cdy3Qq6nM82dd5CXFJ3xi7byjjR25zvtTk+3noLK8Z3Er7U9zl+tG2WxN+9e3c01/RHAhIYEJjPcINCHpZASyAP9ix5anwkBBLRYiJeKi4yaSNsenYjMC8JRtoToXJJAFAPkzJ1Z0v9S1JEDmVnKSJrZLfaYX+Uko/2RwyP8j7icdpEH5suE2DM1bHyKOIyT4kvve3mMglzSEACtyYwn+FuXbv2T0Pgmgd7eo1HBDEJjpaD2zLk5TWKGiJSk6dOrK0d3kco9kRqm79GpPCZZeAlKWIPn2Yp4rIXaaNctTMT4rQl7Z/lm/ly1HPp20v9elT/9/SrjpeMh7pds1qwp99ZFeG+bvZNEpDAYxCYz3CP0Qa9PAiBLSIMl0RV29RMkDOBsSRPopZLo2A1yor9Wf3V5zrJ1+PtPhFL7I7EZRW3bdn6vta3VADX8kfep68eYVn3qAwfIXK5xTXlqPz1SwJnJqC4PHPv7tw2IgtEGNb8LFHrYsTlaDm4zZ9IJ2JvlJaIy0Qtlwgw8qTeLLsvFTlV7I385TgTf/zu5cv5en9fm4/IHn6SB1uj6G5b7hHeE5GlbXAwXUfg6OIyUUse5jFJQAKPRUBx+Vj9dXhv8xdto3svEY8zIRbRNhOLFUIifKOIYxVzI+GYqOVSQRsBzORc779cInSqP7Ud7X6WfBGFveXsCMYRJ/wiDz6lfUtvNWh98f05CRxdXHIfN19UfUL8nOPPVp2bgOLy3P17l9bxW3RMCr3/G48w693jlaVmBCbiqKaUY1tTxBpleuIx4rMtV20kaomtSyk+VoEcH0ZCsNqseds21nzsp82t6I3wbDlhG78iLBPVhAu+5X1bj+8lcDQC+ZLKsrhJAhJ4PAKKy8frs8N7zHIWPxvS++mQCCbEDpETBBGvLC8jmHrCM+V6IjE/DYSwoiz2WAJOGUTVSMglqrdEeGED//CdOmpaImIRecmHDdo88gvbWdYmL+WoE3/xgVfrQ9pCfs5X2xHQ2OQFm3q+tsV9CdyTQG6v4Usq+yYJSODxCCguH6/PHsLj3C/V/qMGAovoH+ImQg0xhLhDJPaijzQ4QpFtLyEmq3DDJnmpayaiYhdhdilFxPaW4PE77WnvbUwd+DR6jZbUsUt9sc2WdiIQ24SNtLs9j0+xgT/t+daW7yVwDwJcN7hm8MVUYXmPHrBOCWxDQHG5DUetdAjw48csj7PEZZKABCRwiQD3aiMse7fUXCrreQlI4DgEFJfH6YtTesIkYQTilF1roySwOQGuFV4vNseqQQnsTkBxuTtyK5SABCQgAQlIQALnJaC4PG/f2jIJSEACEpCABCSwOwHF5e7IrVACEpCABCQgAQmcl4Di8rx9a8skIAEJSEACEpDA7gQUl7sjt0IJSEACEpCABCRwXgKKy/P2rS2TgAQkIAEJSEACuxNQXO6O3AolIAEJSEACEpDAeQkoLs/bt7ZMAhKQgAQkIAEJ7E5Acbk7ciuUgAQkIAEJSEAC5yWguDxv39oyCUhAAhKQgAQksDsBxeXuyK1QAhKQgAQkIAEJnJeA4vK8fWvLJCABCUhAAhKQwO4EFJe7I7dCCUhAAhKQgAQkcF4Cisvz9q0tk4AEJCABCUhAArsTUFzujtwKJSABCUhAAhKQwHkJKC7P27e2TAISkIAEJCABCexOQHG5O3IrlIAEJCABCUhAAucloLg8b9/aMglIQAISkIAEJLA7AcXl7sitUAISkIAEJCABCZyXgOLyvH1ryyQgAQlIQAISkMDuBBSXuyO3QglIQAISkIAEJHBeAorL8/atLZOABCQgAQlIQAK7E1Bc7o7cCiUgAQlIQAISkMB5CSguz9u3tkwCEpCABCQgAQnsTkBxuTtyK5SABCQgAQlIQALnJaC4PG/f2jIJSEACEpCABCSwOwHF5e7IrVACEpCABCQgAQmcl4Di8rx9a8skIAEJSEACEpDA7gQUl7sjt0IJSEACEpCABCRwXgKKy/P2rS2TgAQkIAEJSEACuxNQXO6O3AolIAEJSEACEpDAeQn8HxzAehGt+i7SAAAAAElFTkSuQmCC" alt="">

2021-10-24 점아이콘

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알림 코멘트 등록 시 2점, 선택하기 시 3점이 부여됩니다.
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