To solve this expression, we need to first expand each set of parentheses by multiplying the terms together.
(8-х) expands to 8x - x(3x-1) expands to 3x - 1(x+5) expands to x + 5(x-11) remains the same
Next, we multiply the expanded expressions together:
(8x - x)(3x - 1)(x + 5)(x - 11)= (8x 3x x x) + (8x 3x x -11) + (8x 3x 5 x) + (8x 3x 5 -11)
Expanding and simplifying:
= 24x^4 - 88x^3 + 120x^2 - 440x - 3x^4 + 33x^3 - 15x^2 + 165x= 21x^4 - 55x^3 + 105x^2 - 275x
Therefore, (8-х)(3х-1)(х+5)(х-11) simplifies to 21x^4 - 55x^3 + 105x^2 - 275x.
To solve this expression, we need to first expand each set of parentheses by multiplying the terms together.
(8-х) expands to 8x - x
(3x-1) expands to 3x - 1
(x+5) expands to x + 5
(x-11) remains the same
Next, we multiply the expanded expressions together:
(8x - x)(3x - 1)(x + 5)(x - 11)
(x 3x x x) - (x 3x x -11) - (x 3x 5 x) - (x 3x 5 -11)= (8x 3x x x) + (8x 3x x -11) + (8x 3x 5 x) + (8x 3x 5 -11)
Expanding and simplifying:
= 24x^4 - 88x^3 + 120x^2 - 440x - 3x^4 + 33x^3 - 15x^2 + 165x
= 21x^4 - 55x^3 + 105x^2 - 275x
Therefore, (8-х)(3х-1)(х+5)(х-11) simplifies to 21x^4 - 55x^3 + 105x^2 - 275x.