Question

Find distance of point A(5,7) from Origin. बिंदु A(5,7) की मूल बिंदु से दूरी ज्ञात​

Answer 1

Origin = (0,0)

Point = (5,7)

The distance of any point from the origin is defined as = √(x² +y²) , where (x,y) is the coordinate of the point.

→ Distance of (5,7) from Origin = √(5² + 7²)

→ √(25 + 49)

→ √74 units

Answer 2

AnsWer :

$\implies \small \sf{Distance\:from\:Origin\:=\: \sqrt {74}}$

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Given :

• Coordinates of :

→ Origin = (0, 0)

→ Point A = (5, 7)

To find :

• Distance of point A from origin

Solution :

☯ Formula for measuring any distance from the origin is $\small \sf {\red { \sqrt {x²\:+\:y²}}}$

• Here , x = 5 , y = 7

$\implies \small \sf{ \sqrt {(5)²\:+\:(7)²}}$

$\implies \small \sf{ \sqrt {25\:+\:49}}$

$\implies \large \sf{ \sqrt {74}}$

• Therefore , Distance of Point A from Origin is $\small \sf{ \sqrt {74} }$

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