To calculate: The closer point among and to the origin.
Thecloser point to originis .
The points and .
Distance between two points in the Cartesian plane is denoted by .
Consider the provided set of points and .
Recall that the distance between two points in the Cartesian plane is denoted by .
Denote the origin as .
Evaluate the distance between and .
Next evaluate the distance between and .
Observe that .
That is the distance between the point and the origin is less than the distance the point and the origin.
Therefore, the point is near to origin.
Thus, the closer point to origin is .
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