Distance between two points, midpoint (Coordinate Geometry)
Distance between two points, midpoint (Question)
Solve the following questions.
- If point A (x,1) and point B (1,-2) are 5 unit apart. What could be the value of x?
- Point C (3,0) is a midpoint between point A (5,3) and pont B. What is the coordinate of point B?
Guide:
- Distance between two points: Using Pythagoras theorem
- Midpoint: x-coordinate and y-coordinate of a midpoint is the average of the x-coordinates and y-coordinates of two points.
Distance between two points, midpoint (Answer)
- x = 5 or -3
- (1,-3)
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