sqrt{x+11} sqrt{x-4}=3

Question

Accepted Answer

Step:1 ：Square both sides of the equation: ((sqrt{x+11} sqrt{x-4})^2 = 3^2)Step:2 ：Simplify the equation: ((x - 4)(x + 11) = 9)Step:3 ：Find the solutions: (x = -frac{7}{2} + frac{3sqrt{29}}{2}) and (x = -frac{3sqrt{29}}{2} - frac{7}{2})Step:4 ：Check if the solutions are valid for the original equation with square rootsStep:5 ：(boxed{text{There are no valid solutions for the given equation}})

Answer

Step: 1 ：Square both sides of the equation: ((sqrt{x+11} sqrt{x-4})^2 = 3^2)Step: 2 ：Simplify the equation: ((x - 4)(x + 11) = 9)Step: 3 ：Find the solutions: (x = -frac{7}{2} + frac{3sqrt{29}}{2}) and (x = -frac{3sqrt{29}}{2} - frac{7}{2})Step: 4 ：Check if the solutions are valid for the original equation with square rootsStep: 5 ：(boxed{text{There are no valid solutions for the given equation}})

$\sqrt{x + 11} \sqrt{x - 4} = 3$

Answer

Popular Problems

x+11x−4=3

Answer

Popular Problems

$\sqrt{x + 11} \sqrt{x - 4} = 3$