Giải bài toán về biểu thức và rút gọn

Giới thiệu: Bài viết này sẽ giải quyết bài toán về biểu thức và rút gọn, giúp sinh viên hiểu rõ hơn về cách làm và áp dụng vào các bài tập tương tự. Phần 1: Giải giá trị của biểu thức A khi x=25 Để giải giá trị của biểu thức A khi x=25, ta thay x=25 vào biểu thức A và tính toán: \( A=\frac{25+5}{\sqrt{25}} \) \( A=\frac{30}{5} \) \( A=6 \) Vậy, giá trị của biểu thức A khi x=25 là 6. Phần 2: Rút gọn biểu thức B Để rút gọn biểu thức B, ta sẽ thực hiện các bước sau đây: Bước 1: Tìm chung mẫu số cho các phân số trong biểu thức B. \( B=\frac{x-3 \sqrt{x}+4}{x-2 \sqrt{x}}-\frac{1}{\sqrt{x}-2} \) Ta nhận thấy mẫu số của phân số thứ nhất là \( x-2 \sqrt{x} \) và mẫu số của phân số thứ hai là \( \sqrt{x}-2 \). Vậy, chung mẫu số cho cả hai phân số là \( x-2 \sqrt{x} \). Bước 2: Rút gọn biểu thức B bằng cách nhân và chia các phân số để có cùng mẫu số. \( B=\frac{(x-3 \sqrt{x}+4)(\sqrt{x}-2)}{(x-2 \sqrt{x})(\sqrt{x}-2)}-\frac{1(x-2 \sqrt{x})}{(x-2 \sqrt{x})(\sqrt{x}-2)} \) \( B=\frac{(x-3 \sqrt{x}+4)(\sqrt{x}-2)-1(x-2 \sqrt{x})}{(x-2 \sqrt{x})(\sqrt{x}-2)} \) \( B=\frac{x \sqrt{x}-2x-3x \sqrt{x}+6 \sqrt{x}+4 \sqrt{x}-8-1x+2 \sqrt{x}}{(x-2 \sqrt{x})(\sqrt{x}-2)} \) \( B=\frac{x \sqrt{x}-4x-2x \sqrt{x}+12 \sqrt{x}-8}{(x-2 \sqrt{x})(\sqrt{x}-2)} \) \( B=\frac{x \sqrt{x}-4x-2x \sqrt{x}+12 \sqrt{x}-8}{x \sqrt{x}-2x-2 \sqrt{x}+4} \) Bước 3: Rút gọn biểu thức B bằng cách thực hiện các phép tính. \( B=\frac{x \sqrt{x}-4x-2x \sqrt{x}+12 \sqrt{x}-8}{x \sqrt{x}-2x-2 \sqrt{x}+4} \) \( B=\frac{(x \sqrt{x}-4x)-(2x \sqrt{x}-12 \sqrt{x})-8}{(x \sqrt{x}-2x)-(2 \sqrt{x}-4)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\sqrt{x}-2)-2(\sqrt{x}-2)} \) \( B=\frac{x(\sqrt{x}-4)-2(\sqrt{x}-6) -8}{x(\