Question

Ax+bx−cx+4a+4b−4c.

Answer 1

Ах+bx-cx+4a+4b-4c=(а+b-c)•(x+4)

Answer 2

The expression you provided is:

Ax + bx - cx + 4a + 4b - 4c

This expression combines terms with variables (x, a, b, c) and constants (4a, 4b, -4c). To simplify it, we can group similar terms together. Let's rearrange the terms:

(Ax + bx - cx) + (4a + 4b - 4c)

Now, within each group, we can factor out the common variables:

x(A + b - c) + 4(a + b - c)

Finally, we notice that both terms have a common factor of (a + b - c), so we can factor it out:

(a + b - c)(x + 4)

Thus, the simplified expression is (a + b - c)(x + 4).