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Midpoint of a Line Segment

What are the ...

Question

What are the coordinates of the midpoint that lies between the point $(0, 4)$ and the origin?

(2, 0)

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(0, 2)

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(1, 0)

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(0, 1)

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Solution

The correct option is B $(0, 2)$
Since the line segement we're interested in simply lies on the $y$ axis, we can easily locate the midpoint of this line segment by simply finding its average of $y$ coordinates.

Avg length = $\frac{4 + 0}{2} = 2$

Hence the point is $(0, 2)$ .

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What are the coordinates of the midpoint that lies between the point (0,4) and the origin?

The correct option is B (0,2)Since the line segement we're interested in simply lies on the y axis, we can easily locate the midpoint of this line segment by simply finding its average of y coordinates. Avg length = 4+02=2 Hence the point is (0,2).

What are the coordinates of the midpoint that lies between the point $(0, 4)$ and the origin?

The correct option is B $(0, 2)$
Since the line segement we're interested in simply lies on the $y$ axis, we can easily locate the midpoint of this line segment by simply finding its average of $y$ coordinates.

Avg length = $\frac{4 + 0}{2} = 2$

Hence the point is $(0, 2)$ .