How to find the intersection of positive proportion function and inverse proportion function y=6/X y=2x

Solve the equations y = 6 / X and y = 2x. Find the intersection point of the two functions, which means that the coordinates of the intersection point satisfy the two equations at the same time, so the simultaneous equations can be solved. That is, 6 / x = 2x. Multiply the left and right sides of x at the same time by 6 = 2x. X to get x = radical 3, y = 2 * radical 3; or x = negative radical 3,
Y = - 2 * radical 3

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