a) Vereinfachen sie so weit wie mōglich. $$ 12 b-[(2 a+4 b)-6 b]-[8 c-(8 b-a)]= $$

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Simplify the expression by following steps:
- step0: Solution:
  $$12b-\left(\left(2a+4b\right)-6b\right)-\left(8c-\left(8b-a\right)\right)$$
- step1: Remove the parentheses:
  $$12b-\left(2a+4b-6b\right)-\left(8c-\left(8b-a\right)\right)$$
- step2: Subtract the terms:
  $$12b-\left(2a-2b\right)-\left(8c-\left(8b-a\right)\right)$$
- step3: Remove the parentheses:
  $$12b-\left(2a-2b\right)-\left(8c-8b+a\right)$$
- step4: Remove the parentheses:
  $$12b-2a+2b-\left(8c-8b+a\right)$$
- step5: Remove the parentheses:
  $$12b-2a+2b-8c+8b-a$$
- step6: Add the terms:
  $$22b-3a-8c$$
Die vereinfachte Form des Ausdrucks ist:

$$ 22b - 3a - 8c $$
$$ 22b - 3a - 8c $$

a) Vereinfachen sie so weit wie mōglich.

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