Question

The mid-point of the line segment joining the points A (–2, 8) and B (– 6, – 4) is

Answer 1

Answer:

Step-by-step explanation:

x₁=-2

x₂=-6

y₁=8

y₂=-4

midpoint=(x₁÷2+x₂÷2,y₁÷2+y₂÷2)

              =(-1+-3,4+-2)

              =(-4,2)

Answer 2

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... The mid-point of the line segment joining the points A (–2,8) and B (– 6, – 4) is..?

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Given:-

$( x_{1}, y_{1}) = ( - 2,8) \\ \\ ( x_{2}, y_{2}) = ( - 6, - 4)$

Mid point formula :-

$= \frac{( x_{1} + x_{2}) }{2} , \frac{ (y_{1} + y_{2}) }{2} \\ x = \frac{( - 2 - 6)}{2}, y=\frac{(8 - 4)}{2} \\ x = ( - 4),y = 2$

$\implies$

so, co-ordinate of mid-points are

$\implies$x=(-4),y=2

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$<marquee direction = "left" bgcolor = "aqua"> Hope this helps uh☺️❤️✌️$

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