Finding Lengths and Midpoints of Line Segments in Two-Dimensional Coordinate Systems
In this set of exercises, you will practice finding the lengths and midpoints of line segments in two-dimensional coordinate systems. The first question asks you
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About Finding Lengths and Midpoints of Line Segments in Two-Dimensional Coordinate Systems
PowerPoint presentation about 'Finding Lengths and Midpoints of Line Segments in Two-Dimensional Coordinate Systems'. This presentation describes the topic on In this set of exercises, you will practice finding the lengths and midpoints of line segments in two-dimensional coordinate systems. The first question asks you. The key topics included in this slideshow are . Download this presentation absolutely free.
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Slide2ma.912.g.1.1: find the lengths and midpoints of line segments in two-dimensionalcoordinate systems. What is the coordinate of the midpoint of GH? A. (1, −1) B. (−1, 1) C. (6, 3) D. (−6, −3)
Slide3ma.912.g.1.1: find the lengths and midpoints of line segments in two-dimensionalcoordinate systems. Quadrilateral ABCD is shown below. What is the length of diagonal AC? A. 6 . 1 B. 7 . 9 C. 15 D. 18
Slide4ma.912.g.1.1: find the lengths and midpoints of line segments in two-dimensionalcoordinate systems. The circle shown is centered at (−4, 2) and contains the point (2, 7). Which of the following is closest to the length of the diameter of the circle? (Remember that the diameter of a circle is twice the length of the radius.) A. 7 . 8 B. 9 . 2 C. 15 . 6 D. 18 . 4
Slide5ma.912.g.1.1: find the lengths and midpoints of line segments in two-dimensionalcoordinate systems. The coordinate of the midpoint of EF is X (−2, 7) and the coordinate of the endpoint E is (3, −1). What is the y -coordinate of endpoint F ? A. 5 B. 10 C. 15 D. 20
Slide6ma.912.g.1.1: find the lengths and midpoints of line segments in two-dimensionalcoordinate systems. Find the coordinate of the midpoint of PQ shown below? A. (3, 2) B. (2, 3) C. (−6, 4) D. (6, −4)