![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
A1) Die reinen Zahlen nach hinten setzen und ausrechnen
Beispiel
ordnen und ausrechnen:
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE0AAAAbCAIAAAC2vJUNAAAAA3NCSVQICAjb4U/gAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYheVYPZqCMBB92W+Polt5gngC1sbKI4TWo2DpnoIq3IAT8FkY7jJbRCD8xRACFL5K+cZ58+YnGWREhA/A19YBrAR/nYyxgHEsTe2vk4gm8QXMiyO1aROgb7cq7CTeWTp1Xl2yq83mcPWpJzHOrecmIk3PjpYB+lZrGKNcTqTFbZ802L0y9VhajnQws2F01nysheNyxWyjvB0ZO97KcQtHneUttnkBQCR7z3L1RuR7t29BJBnbX/PX17HMhtuHMkgiAESkmXiidsG8WxABUAm3G32Ho4siAEZGL6dVZNZTwy/78TFp6lnejs1kxZk3JQDGmOCJr0wjkElh5FfbmOg2I5Vw8EQREZEUAE8USTHyGyFpHNqk8jUAq1uV8Mp9FYYLdN9abNH5XgXRIVCJcGLUiZOCNxm0h9dxK4WztC5vq2w9dPs2PVsS7ogsLS7w2nvLZzHoMLZOFGNMt6OFtNKZxfvrQRLdo6mxtfiICFlaXE7kdW3ufg7IH6r7OLo3hfEM8KWzfBZA8Szrz5NRH7NZWuiTljw2pOgs8Pdb18zhftW86pEDUJYN1JiMF7gQ+jKyHjfd8Wj8GAPWpnCEMTYOswrAGDM+xhhmL7Psd4uufoPOdT0p+B5vV0KL7fcW3j7pXJ2O5VrzVWYwnllNNaknwzawizfT5lP+1/TP8VrvlmGoN4t1ZfwDLiwJiQYlkuIAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
Bei Gleichungen heißen die reinen Zahlen konstantes Glied.
A2) Variablen alphabetisch ordnen und ausrechnen
Beispiel 1
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
ordnen und ausrechnen:
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAbCAIAAABEAMCoAAAAA3NCSVQICAjb4U/gAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhe1XO3LCMBDdzeQouMkRxAlwRZU2nVxCky5lDiDKuEubikq+ASegQr7LppAsr2xj/JHJMJNXIQnve7t62pGQiOBh8fTXAmYhsnpEjBvwBl1059gEljBkO3J89Z4pbuTOgM8RCdp8EGMTeuIsVXtgZ2AORf8eLqje08PUBG7ab3H1MGkTBuYcdMwiQ4esGC/yGgoZaoLysO5lsCUfkmqtvsgwPStDREQa0kgJFBket0REZJQAkIiIyf50Xfe4ZkUORgkQTjyRlmwwA8awIC6o5ZW6+V8mZigC9V6xUSKK+ABGCSvZKBHWLqzjCLBvbFCpibRk2hlXV8WGS/cxrYe08VE92ViuMGMtm99xQ2kJk/zENEldj2sXAUA1P46Lq7dbazNoJu7ymnEarGahTMs5uuGc4Vy85yQ/r+8b2HwRaZmn60MJAK6/4XFbR61h14Z1p9Xu26s+VeVxOwIglKm69RWuTvCEWcG1tCM+PdU5raKC4FzeMNXycC5f++RFQP7p6g3FMRcvCUB5OQOcLyWA+z0D5SHNwRCRUcHs2/4kP3YrG18oQ4iIaT6q9hScrqDzV3NS2vURjSc0QGcfYxXusEs/153uOdNYbt527nHHnEPRf8Nb8FU++tLShf7PH/tl+P8qDwnu0AZqunuSRccvFi7G0nHARpoAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
Beispiel 2
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
ordnen und ausrechnen:
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAAVCAIAAADeuQtzAAAAA3NCSVQICAjb4U/gAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRoge1ZsZaiMBS92bOfAlNw5gviF6CNle10oYTGbko7Gyihs7Wy2fAF8gWeKYR/yRYBDBAEEWV3xlvhSfLuvUl4L0QihMAL3wi/phbwwsiYbEUJIVNRT4Kn+SUTZl1pcnQBDwp7P57jd8oVzRWM5/OfXUsVj/ary7qxQ2ZB1hEtC2aEEEKIE2fBjBAnHihLCM6AIlY3p65PJocDjN80U6WJDm7F7DUZvSCE4Aw9SIf6FXVwBoD6aaOh1ovxsjcgY7ci9VlbQM6KoalPWyRVmmtEKjtnbcL1AkrGDv2KWcqYVkYfuiLYZXof4fd3bYFj52D5FPtrWwcA7DAEAJgW87m1n3tdA1qQmWsRGgAAw/1k3sZKj/q8ZLjHFDPzQtTsZlpstTB6c8fbr08h7O6OitnVInTXlirjRmTnE2ihUnBGNta4fqtZN3YOy3Bxg7xgi7Vr9h/QgGFcFGXnE/t0jXzPFolFA9mk7tmLmBsW9BBF8+5UPzh+O5L9H1nUsvOJrhbj+lVXNHYOy7CxZdVaU3GfBbMPNWTZsbsIa5AFsw/sFHqZdWq8CRDNicxHFaK6mB58m0g+RfOKL71fTfxhfg1359PEM50YiLf71a6IOZrfRrEQqU8v6Vn9oVaAsn4CoJQCZRNnkHle7VJBowQp9axoq/MWVDqiCpMSvJ+AnFxjvvRbi5+PGO636Ko0jOE3f4nLiD7XBG/Mju7kkfq0MZNVomsnhWqYOkEp3k+FdHiVqD32VQHNQI/0m/qU8ZyhLv9+v3nWjbeeN8/feNNLkHhm8erL5HJYXtmEGpzON2dew90pZ8+cd56nRgpApL7MQncSNWEvL9Ye7Td2zP1qbcMOheAsmhepdCy/+YraYXULUj8VIrSB2DG9dy6fe6JymrsJxts73t8MQPImkEWhmoUYLw4Rw4k0YEu74H2o3/gQFR4BO+Qs+Uoxpt/614tGLXDOYBv5cxey4MNLGD8OmOcs2Jz8XVhegVI/PZYaVAghgIwQE8AQogbvbGPtjsAz/JoWhbcJ1rZrAIgPEbWicf1q07xSPi4b5srHtfqp3nk5oa8bAKivSNLzNonaXHSgVfGD/dZHj+93+ntdiTtvO/+LG10Vj/M7/Yq+burHDfX6N+15+Ob/pslrrUmoJ8HT/P6saf0J+AsleLlY90MRPQAAAABJRU5ErkJggg== "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}