Vereinfachen Sie folgende Ausdrücke! {\displaystyle \quad } A) 11 w 3 + 5 c 3 − 7 w 3 + 8 c 5 − 12 c 3 + 2 w 3 − 3 c 5 {\displaystyle \textstyle \ 11w^{3}+5c^{3}-7w^{3}+8c^{5}-12c^{3}+2w^{3}-3c^{5}} {\displaystyle \quad } B) 13 v 4 + 5 c 7 − 7 w 3 + 8 v 4 − 6 c 7 + 7 w 3 − 20 v 4 {\displaystyle \textstyle \ 13v^{4}+5c^{7}-7w^{3}+8v^{4}-6c^{7}+7w^{3}-20v^{4}} {\displaystyle \quad } C) 11 v 4 x + 7 x − 11 − 7 v 4 x + 8 x − 12 c 3 + 13 {\displaystyle \textstyle \ 11v^{4}x+7x-11-7v^{4}x+8x-12c^{3}+13}
{\displaystyle \quad } A) 11 w 3 + 5 c 3 − 7 w 3 + 8 c 5 − 12 c 3 + 2 w 3 − 3 c 5 = 6 w 3 − 7 c 3 + 5 c 5 {\displaystyle \textstyle \ 11w^{3}+5c^{3}-7w^{3}+8c^{5}-12c^{3}+2w^{3}-3c^{5}=6w^{3}-7c^{3}+5c^{5}}
{\displaystyle \quad } B) 13 v 4 + 5 c 7 − 7 w 3 + 8 v 4 − 6 c 7 + 7 w 3 − 20 v 4 = v 4 − c 7 {\displaystyle \textstyle \ 13v^{4}+5c^{7}-7w^{3}+8v^{4}-6c^{7}+7w^{3}-20v^{4}=v^{4}-c^{7}}
{\displaystyle \quad } C) 11 v 4 x + 7 x − 11 − 7 v 4 x + 8 x − 12 c 3 + 13 = 4 v 4 x + 15 x + 2 {\displaystyle \textstyle \ 11v^{4}x+7x-11-7v^{4}x+8x-12c^{3}+13=4v^{4}x+15x+2}
