Tìm phân số x/xy  biết x/xy =1/6x
Ah, tôi đang bí cách làm quá, có ai đó giúp tôi làm bài này được không? ?"

Given the fraction x/xy = 1/6x. To find the value of x/xy, we can multiply both sides of the equation by xy. This gives us xy * (x/xy) = xy * (1/6x). Simplifying this equation, we get x = xy/6x. Cancelling out 'x' from both sides of the equation, we get 1 = y/6. So, the answer is y/6.

To solve the given fraction x/xy = 1/6x, we can cross multiply the fractions. We have 1 * xy = 6x * x. Simplifying this equation, we get xy = 6x^2. To further simplify this equation, we divide both sides by x. Thus, we have y = 6x.

The given fraction is x/xy, and it is equal to 1/6x. To solve this problem, we can simplify the fraction by canceling out the common factor, which is 'x'. Therefore, the given fraction can be simplified to 1/y. So, the answer is 1/y.