Formeleditor verwenden

Leider kannst du nicht direkt in PowerPoint Formeln einfügen. [br]Um trotzdem Formeln verwenden zu können, musst du einen kleinen Umweg gehen.
1. Speichere deine Präsentation ab.
2. Öffne die Word-App.[br] [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD0AAAA9CAYAAAAeYmHpAAAP0ElEQVRogd3Ze1jUZaLA8fnz7FYid1FTuQg4IsplZhhmuAzIbVBJBBUsBc1qs93tKLfhzlyw225iF09ZJy+tqdmmIjc1EBA1tazMTTcrL4XpqoiIoAbf88dvZhhkEKFV2/M+z/d5+T0zPLyfeX8/5iZaqpqOZcusNo0MizLDp5Fpmq2UFR7ft7D+yw5TkxWmJjtUTbZpNpZjkSZUjSY07rbU5IaqyQ2NIzfEWrHkKnvSKGIQCdhpZtwy1XQyjJnQZnAfYLx5zgqPN893RIdago3I26DZfaBqcm7D5obEoQlRowmJIzdE3RertMTGkKeIIU8RS54iBpG1ncwI712mEWQN2hultjL3BfUH7C9Nn6zval5IHHlKAZxnmeI2dC+gSsAJx/FkhAllhseTadod066GqckMjSMjJI6MkFgylL3LNKUwpowRUvSUZaVsY1m3zdmKGHKMaZSxaJSxfcCmnc0zzYpYM9RccC90fM+OhvUtKyyezJA4lsqjeF4WSYYyltypj1EYl0zxtDloZ6SgTUhBm5CK7o6loE9IRT/DWEIK+hkpxuMUDKbbE1IwzDA2PQX99Lno42ejjU2icGoCuco4MqURZEkj0cijbttZK1hFDPnBRrQ1nPn0DDX+HKJmqTyKwrgk/jeriLq/fcixxv2c+eYEF39spvVfl2hvbeV62zU6rrXTea3d6txhcTyYOtraaG+9Stuly1xqPsdP/zzJiQOH2b9lGxuLlvPCY/PIlkagkUf3weabCjYmt0D3/o+qNoOXBUejiUxg64pVnD91ht/iuHrxEvXrN1KqTiZbEtEDtQLOl0cjEnZUbbUMeTQvzE7n28NHHrTrrsaFU6d5Z0kGOYGqvuBgASygjcBsizk7VE1GcAyvzHvqN7u7/Y2OtjbWLs0T4Ldh8+XR5AdFI7L2FJKpjKVYnczpY8cftGFI4+rFS6yc9xR50kgKzOAo8uVRFARFIcoOUdO7OJbJplK7buODXvuvGsf3HqBQEUNBUBQFcmNBJrQyDssy5VG8NGch1660Puh1/6rR3d3N+xkFaALCzVgr6FiylXEsk0RQ8frqB73mf8s4uruePElED1gWRYFsKqJsZSw55uLIkkdzfN/BB73ef8toaT5HaVQi+ZJICmVRQtKpiHIs0YoYiqJmcumn5qH9kfZbbD/WygdHrrDxi3vTB0euUH6slZb2WwOup+vWL7zx+NPk+YdTKBXAAloRi8ZYVlAUr8xZyPXWq4MGd3V1UbDrIvI1Fwlee2+Tr7lI4e6LdHd1D7iuDZlF5E4JpVAaaURHIsoJtkBLp/L6wue4dfPmoNGt12+SuPE84X+7jOoeF/63yyRtPE9bx8Dr3Gb4KxrfECM6kkJJJCJNcAymsiQRvP3sskGDAa5c62TWBz/fN3TypvNcbe8ccF3VK1ahmaQwg4skEYg08hhy5THkyqPJClTx7h+z/zPQG8/Tehfo3W++S46PgiKJER0YgShXHo2prAAV7z2v+X+Frn1rLRofBUWBkcYiEOXJoxCKJjsgnDX/nTskdOv1GyRtPo/qgxYi7pBqQ8t9Re9ZvQ7NxODb0EFRmMr2D2NtP+iu7m4OnrzKpqYLbN5nrEloy77zrK39iZCX/8GUF07g98IJ/F44zpTl3/TK/8UTKN/5CdWGy6g2tBAxxFQbWkjedGGQ6AhzZnT+AOjao5dxffZTHBfux2nRPpwW7sNpYRNO6U04pe3FMW0vLgv3MjK9kZHpjbikNeCyoAGX+fW4zN+DyxN7cH68DrcljcjK/on8jTMErzo7pOSrzvLYu6fuGp0rFtDFAUKifNlU8mVTyZNNJccvjLX9XNOvVf6IXVoTo5/ez+in9jN68T5GPyk06skmRi1qYtTCvYyygI9Ma2BkWgMuC3rgLvN24fHcbiZkH0ac++WQmqD5kojSL2m91jEgun71OnLFcjO42F/Vg86XTSXHL/SOaPu0JkYv3ofLoiac05twWbSXUYsEqEtaI07zG3CeL0BHLqjHZUE9To/X4Zhax4jHhVxSq3F/poIJ2YcQ5x9l4hAS5x8lcvnRwaH9VeZE+bJITA2IXrCXUU82Ic06THTJF3gt2Y9LeiMj0hrx+sM+ogo/Q5F1kJFpws6OeGIPQUsPEJF7kHHpe3BOrWVEShVui/+Od9YBJuZ/de/Rb68jb0KQFbQ0kgJpJJopIazrD13xI/bzG3FY0MiLfz8FQOaab7GbV49t6h6y134LwHfnruOzpAnH1FrGptfz1Q9tNF/qxPfZRhznfoLz3ErcFm3BO3P/fUWX+Kso8VdR7KdCVGAEm9F/7g99FrsnGnB4ooEFZccAWFvbjF3qHhzm1fFBwzkAuoFZhiMMS9qFbOk+rt/oYt8/WnBO2Y3z3N04z67oQefdJ7R3ECV+4eZEBcZXKoWSSDSTB0A/Xo/T/AbkWYdo7/yFg/+8wuj0elwXNfDN2WscO91Gx80uSjd/x+8eqyHlReEDxZVbf8AmsQbnObtwSi7H9UGip4QjKpBEUGhMMzmE9f2gV+44g+28elzSGhi7qJEj31+ltf0Wk5Y0ocz6lI4bXRg2fcfJ5nbqvrrEw4k1lG48CcATLx3BZmY1TrN34pRkRGcZT++Co4NOXHCUyBfuFr2WPK8gSqaEGwtDVCiJwATPnaxk/Z9z+ken1jFyQT12qXW8s/NHAKaVfMZTr33NL13dRGo+pfLQBX5u6cR1QS0fNTbT3vkLAUsasE2swim5BsfEbYydv4nxzzfinfU53llHBp1X5hHCtUfuDv3WWvK8ZGZwyeQwRIWBEZjK9VWy/k/W33CsLD+DbUodLvP3YJ9SyzNvCNd1zprjvF19hp8udvDo/Frz7k4vPMjnJ1s5duoqo+buxGFWFY6zqnFI+Bh79WqckrYzImU3I1I/GXTOKZ8Q8Fw9V9oGiZ4sJCoMVGEq11fB+n7eZa0sP83wubW4PFGHU2otiowDdN7sovzT83x+spWawxd4ZGY1M7WHAVhVfoqfL3fy/u6zDJtRgWNiFY6JVTjM+Dv2cfcZ7Skzg0t8wxAVBaooDFBRFKAib9Id0NtPYzP7E0bMq8U59RPGLKjjy+9bOd9yg86bXbz04UkemlGFeHEd51s6OfVzO93d8KfXv+Kh+HIcZlbg8FgF9tM/uu/o/PFStL5hlPiGUeIbjqgoQEWRv4qigHDyfPpHl20/hU1yzyJtZtWwbvdZ8+3zln/GsIRKHGZVs/OzCwB03Ogi9PkGbKaV45CwA/uEHdjHb8E+7m2cku8PuuF/1pLvIaC1vmGUTApDVOQfjqk8n2DWP5dlHb3tFDZJO4Xn25Td2CTW8HTZV3zX3M7B4y34PrUHu5lVDJtRQfbqY5w63071wZ8ZO6ca2+nbsZ9Rjv30cuzUm+8zeo2AnhRmTlTsH46pfJ9g3u8X/QPDEmtwnrsLpzk7cZq9kxFzdjJ23i4eTdmJ46wqHGdV4jCzEudZFTw6p4qRSRVG7Hbspm0Titt0X9H1ZnQoWh8hUbFfGKbyJ8r7R2/9gWEzq43gGuHpJ6ka+8Qq7GdW4phYabxud2A/Ywe207djO217Dzh+K3bqrdjGbDSiyxmR8gkjUmsHnXNK7eB22l1iBmsnht09euXWH/jdtAockqpxmGXEJlZiP7MCu8d2YJewA4eECuG6nbFDOJWnGcHqrdiqt2IbtxXb6I3YRb2O48wtOCdX4Dy7ctA5JVcS8Myuu0e7WaJDERVPCcVUvjiI95dkWv3lL79rRfbHRkan7GRM6k7GpNQwZm41Y+ZW8+icKkYnV+Iw/WPs4j/CLv4jbNVbsI37ENvYDxkes5nh0ZsYHrWRYfIXeSQwBxvlKwwPf21IDQtbyaTZ79F69frA6FUW6IlmdAim8sWyftEAF1tvcOLsNU78eE2Yz7Zx4mwbJ39q59A/zuMansl/TUjj9+J0fi9eaJzTe44nPslDk57hEWk+NsqXGB62guFhZYNuWOgKJiW/y5XBoI1grTgEUcnkEEwViGW8P8TPvVtar+E5VcPvxE/ykM9iKz3FQ77P8UhgNsOC9diE/GVI4MGi6998jwLXQHTiEHTiECvoCTLef2bpkNCXr1zDe9rLPCzJZ5i0wHpBxdgEl2IT8go2oa/eF/Se197thdZNCEFU4qvEVKG3jHWL/zxEdDvixFU8onxZQFntL9iE/hWb0KGd1kNB1776FoWuEjNY5307eoKM9xb8ge7ugb8Ys4pOWs2wXwm6m2wGga5ZXiagjWAzWuurQOuroEgs4+3ZadzqGPij1dtHS2s7E5NW87ByBTahZfe0h5Ur8El+h9a2gdHbcw0UuUrQeSvNibQ+CrQ+CrSTFBSL5ZRFJ3Lt0uVBo7t+uUX2q1U4RpZhpyrD/h5lpyrDKXIlmhVVdHUN/B31hieXUuxmgfayRPso0E4MptQ/nH99f2rQ6O7ubpqbz1G+6wCby/fy4Y570+byvezYdYDm5nMDXoa3Om/wZlwKJR4y9N4KdF4KEzoYy4q9pRyt2DloNAhfzN+80cGNjuv3tJs3Ounq6hpwPRdOfMdLflPRjZej9zKiPRWIdBPlmPMJpsgjgG252iGhf2vj0PotFI+ToPcMRu8pgHWewYh0Yjk6cQ9c6y3jZXk0F4dwiv+Wxo3267yTmI7WVYreMxidqfHBiHTiIMxwY0Xu/pTnGx70un/VOLTuQ7TuUvSecqHxAlhATwhCL+5JJw5CN0GGXhzEFx9XPOi1D2n8+MXXvBIYjc5Dhn683FgwOg8hkX6CDGtpvSS8GBDOsardD9owqHHu6+O8oZpJybgA9OOD0HsEofeQC7nL0bnL+0frJ8jQeUpY7qtk71trhvSC5X6O7q4ujpXXUBasRjsuAMP4IAweQnp3y+SI9N4y7pTOU0KJuz/vzUnn6LZK2i9dHtLL1Hs1Olvb+L5xP5ufXobeQ4rONRCDh8yc3l3WG+0WhEjvJUHvLbWawVuKwVuGwUuK1s0PrYc/ZaHxfLD4eXYtf5VD6zdyrKKGb+v28v2+g5z+9DBnDn7OmUP/xg5+zulPP+OHfQc5uaeJbyp389mGLez5y5tseTaLNyMTMXhIKBkzBb27BIOHFIN77/TuUgxuMgxuMvSuMiPanNSYBIOX1KKeY/34QLSufpS4ThEeCHd/dO7+5rknv7vMeF83f/Tufj253ZarkG6cH7pxU9CNnYxuzGT0rgEYPCRC7pYZ0W4WucowuMoQ6T170Ia7ydOiXg/I7fcLpNTiuNTTSl7GPCWUegb2NP4OeVjk3pMADRRyC8TgKrFI2tM4iRFtzGAx/5r6IAaqFyygd2ZkgJB73wzuARjceip1DaDUNRCDqXGSXon04wMxZfiV9V28FcTd5BFgBelvUQClbj2Zwa4mcACl4wIwjAvs3Vih/wNW3NL5bYobbAAAAABJRU5ErkJggg==[/img]
3. Erstelle ein Leeres Dokument.[br] [img]data:image/png;base64,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[/img]
4. Drücke auf Einfügen und wähle [math]\pi[/math][code][/code] aus.
5. Hier kannst du deine Formel eintippen. Ein paar Tipps zu den Formeln:[br][br][list][*]Brüche einfügen: Schreibe den Bruch als Zähler / Nenner. Word wandelt den Schrägstrich automatisch in einen Bruch um (z.B: = 1/5).[/*][/list][list][*]Hochzahlen: Schreibe Basis ^ Exponent (z.B. = 2^3 ).[/*][*]Den „Malpunkt“ • bekommst du mit der Tastenkombination alt und ü.[/*][*]Das Ungleichzeichen bekommst du, indem du /= schreibst.[/*][*]Indizes bekommst du mit Variable_Zahl (z.B. = x_3)[/*][*]Klammerarten: () mit Shift und 8 bzw. 9 {} mit alt und 8 bzw. 9 [] mit alt 5 bzw. 6[/*][/list]
6. Markiere nun deine Formel und kopiere sie.[br][img]data:image/png;base64,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[/img]
7. Öffne deine Präsentation.
8. Füge die Formel an die richtige Stelle ein.[br][img]data:image/png;base64,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[/img]

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