find the distance of a point p(x.y) from the orgini
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Answer:We know that the origin has the points O(0, 0),
And P(x, y),
So by using the distance formula, we get
PO=√(x2-x1) ^2 +(y2-y1) ^2
PO=√(x-o) ^2+(y-0) ^2
PO=√x^2+y^2
So the distance between the point P and O is √x^2+y^2
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