find the distance between the co-ordinate of the points p(2,8) and q (6,8)​

2 thoughts on “find the distance between the co-ordinate of the points p(2,8) and q (6,8)​”

1. Answer:

   let (x1,y1)=(2,8)

   and (x2,y2)=(6,8)

   by distance formula

   d(p,q)=root [(x2-x1)²,(y2-y1)²]

   = root[(6-2)²,(8-8)²]

   = root[(2)²]

   = root(4)

   d(p,q)= 2 units

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2. Answer:

   p(2,8 ) and q( 6,8) The answer is 4

   Step-by-step explanation:

   we know

   distance between p and q is

   [tex] \sqrt{(6 – 2 {)}^{2} } + (8 – 8 {)}^{2} = 4[/tex]

   the anwer is 4

   Reply