Is the inverse scale function an axisymmetric figure y=k/x What if the division values on the coordinate map are different? If x is 1 Y is 10 It's not like it's painted How to answer this question? Is the image with inverse scale function y = K / X axisymmetric? If so, how many axes does it have? Can you write an expression for the axis of symmetry? Please prove that Please have a look at the notes

Is the inverse scale function an axisymmetric figure y=k/x What if the division values on the coordinate map are different? If x is 1 Y is 10 It's not like it's painted How to answer this question? Is the image with inverse scale function y = K / X axisymmetric? If so, how many axes does it have? Can you write an expression for the axis of symmetry? Please prove that Please have a look at the notes

When the division value is the same: Yes, two;
The axis of symmetry is y = - x, and y = X;
Y = K / X is deformable to xy = k, x = K / y
That is, when it passes through point (x1, x2), it also passes through point (X2, x1), (- x1, - x2), (- X2, - x1)
There are two axes of symmetry
The graduation values are not the same: No, they are symmetrical about the center of the origin;