12x×123y-(122z×122z+23z×12x×13y)

asked by guest
on Mar 18, 2025 at 5:39 am



You asked:

Evaluate the expression: 12x⋅123y−(122z⋅122z+23z⋅12x⋅13y)12 x \cdot 123 y - \left(122 z \cdot 122 z + 23 z \cdot 12 x \cdot 13 y\right)

MathBot Answer:

Evaluated



12x⋅123y−(122z⋅122z+23z⋅12x⋅13y)=−3588xyz+1476xy−14884z2\displaystyle 12 x \cdot 123 y - \left(122 z \cdot 122 z + 23 z \cdot 12 x \cdot 13 y\right) = - 3588 x y z + 1476 x y - 14884 z^{2}

Expanded

12x⋅123y−(122z⋅122z+23z⋅12x⋅13y)=−3588xyz+1476xy−14884z212 x \cdot 123 y - \left(122 z \cdot 122 z + 23 z \cdot 12 x \cdot 13 y\right) = - 3588 x y z + 1476 x y - 14884 z^{2}

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