Question

16-8кореньх+х/8-2кореньх

Answer 1

16-8;х + х/8 - 2;х = 16- 10;х + х/8

; - корень :D

Answer 2

To simplify the expression, let's work step by step:

1. Start with the given expression: 16 - 8√x + x / (8 - 2√x).

2. To combine the terms involving the square root (√x), we'll need to rationalize the denominator by multiplying both the numerator and denominator of the fraction by the conjugate of the denominator, which is (8 + 2√x). This will eliminate the square root in the denominator.

   (16 - 8√x + x) / (8 - 2√x) * (8 + 2√x) / (8 + 2√x)

3. Simplify the expression by expanding and combining like terms:

   [(16 - 8√x + x) * (8 + 2√x)] / [(8 - 2√x) * (8 + 2√x)]

   = (128 + 32√x - 64√x - 16x + 8x√x + 2x√x) / (64 - 16√x + 16√x - 4x)

   = (128 - 32√x - 16x + 10x√x) / (64 - 4x)

4. Simplify further if possible. In this case, we cannot simplify the expression any further because there are no like terms to combine.

   The simplified expression is: (128 - 32√x - 16x + 10x√x) / (64 - 4x)

Please note that the simplification assumes real values of x where the expression is defined. If the expression involves complex numbers or has specific restrictions on x, please provide additional context.