Question

Any point on both the axes is of the form (x,y) for all x and y. Is this statement true? Give reason.​

Answer 1

Answer:

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Answer 2

The statement, 'Any point on both the axes is of the form (x,y) for all x and y.' is false.

EXPLANATION:-

The point which lies on both the axes is the origin which have (0,0) as it's coordinates.

The form of this point would be (x,y) for x=y=0.

This case won't satisfy when x and y are any random values.

Thus, we can say that any point on both the axes is of the form (x,y) for x=y=0.

Therefore, this statement is false.

Hope it helps you.