Question

(12b-3ax+4)-(14b+4ax-3)

Answer 1

12b-3ax+4-14b-4ax+3=-2b-7ax+7=7-7ax-2b

Answer 2

раскрываем скобки

12b-3ax+4-14b-4ax+3= - 2b-7ax+7

Answer 3

To simplify the expression $(12b-3ax+4)-(14b+4ax-3)$, you need to distribute the negative sign to the terms inside the second parentheses. This means changing the signs of all the terms inside the second parentheses. The expression becomes:

$12b - 3ax + 4 - 14b - 4ax + 3$

Next, combine like terms. Group the terms with $b$ together and the terms with $ax$ together:

$(12b - 14b) + (-3ax - 4ax) + (4 + 3)$

Simplify each group of terms:

$(-2b) + (-7ax) + 7$

The final simplified expression is:

$-2b - 7ax + 7$