Question

the equation of a curve remains unchanged when x and y are interchanged, then the curve is symmetrical about *
1 point

Answer 1

Answer:

When x and y are interchanged and equation remains the same, the curve is symmetrical about the line y = x.

Answer 2

Answer:

Swapping x and y keeps the curve equation the same, and the curve is symmetric with respect to the line  y = x.

Step-by-step explanation:

Explanation :

Symmetric curves, the curve runs from the last defined point to the mirror plane, and the curve is mirrored across the plane. Therefore, the orientation of the points in the curve, especially the first  and last points, is important.

If the equation of a given curve remains unchanged by exchanging x and y,  it is symmetric with respect to the line y = x.

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