Find the distance of a point p(x,y) from it origin
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The ans is root x2+ y2
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By distance formula,
Distance between two points is √((∆x)²+(∆y)²)
Points here are, P(x,y) and O(0,0)
∆x = x-0 = x
∆y=y-0=y
Distance = √(x²+y²) In terms of x and y
Plug in the values for x and y, and you'll get the actual distance of the actual point from the origin!
Sly
Distance between two points is √((∆x)²+(∆y)²)
Points here are, P(x,y) and O(0,0)
∆x = x-0 = x
∆y=y-0=y
Distance = √(x²+y²) In terms of x and y
Plug in the values for x and y, and you'll get the actual distance of the actual point from the origin!
Sly
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