Question

find the distance of a point p (x,y) from the origin.

Answer 1

Hey friend!

Here's your answer

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Given P ( x,y ) be the x1 , y1

and let the origin be the (0,0) say x2 , y2

Now , by using distance formula

√ (x2-x1)²+ ( y2-y1 ) ²

after simplifying we get the answer

√x²+y²

# Hope it helps #

Answer 2

Hey there!

We know that, Distance between P(a,b) and Q(c,d) = √ ( c - a)² + ( d - b) ²

Origin = ( 0 , 0 )
Point P = ( x, y)

Now, Distance = √ ( x - 0)² + (y-0)²

= √ x² + y²

Therefore ,The required distance = √ x²+y²