Math, asked by anujpratap03singh, 8 months ago

find the distance between (-6,8) from the origin​

Answers

Answered by sandireddypriyanka12
2

Answer:

the formula to find distance from origin is sqrt(x^2+y^2)

sqrt((-6)^2+(8)^2)

sqrt(36+64)

sqrt(100)

=10 units(answer)

Answered by cokkie200421
2

Answer:

The distance of the point P(−6,8) from the origin is

 \sqrt{6 { }^{2} }  + \sqrt{}  8 {}^{2} =   \sqrt{36}  +  \sqrt{64}  =  \sqrt{100 }  = 10

10 units

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