Login or Sign Up

Ask a New Question

find the mid point of the line segment joining the points P1 and P2.

P1 = (3,5)
P2 = (-4,7)

the midpoint is the average of the x's and the average of the y's

let me know what you got.

Similar Questions

the mid point of the line segment joining (4a, 2b-3) and (-4,3b) is (2,2a) find the values of 'a'and 'b'.

Top answer: To find the midpoint of a line segment, we can use the formula: Midpoint = ((x1+x2)/2, (y1+y2)/2) Read more.
In this problem we consider drawing some straight lines which form a nice pattern. Consider joining the point (0.1,0) to the

Top answer: Hi again. Just realised that i got B wrong. So it means i need that too. Just to clarify (b) Show Read more.
On a coordinate system, the segment joining the points (3,8) and (9,16) has the same midpoint as the line segment joining the

Top answer: Mid-point of (3,8) and (9,16) =((3+9)/2, (8+16)/2) =(6,12) Mid-point of (8,11) and (x,13) =((8+x)/2, Read more.
the mid point of a segment joining (a,b) and (-3,4b) is (2,3a+4).find a & b.

Top answer: for the x-coordinate: (a-3)/2 = 2 a-3 = 4 a = 7 for the y-coordinate: (b + 4b)/2 = 3a + 4 5b = 6a + Read more.
Show that the mid point of line joining points (-5,12) and (-1,-12) is a point of trisection of the line joining the points

Top answer: midpoint of (-5,12) and (-1,-12) = ( (-5-1)/2 , (12-12)/2 )) = (-3, 0) I will use vectors to find Read more.
equation x+3y-10=0 is a straight line which is perpendicular to the line segment joining the points A(0,0) and B(3,9), divides

Top answer: C is at the point K/(K+1) of the distance from A to B, so it is at (K/(K+1)*3 , K/(K+1)*9) for Read more.
rewrite thisFor any two points, the point equidistant from them is the point which lies on the perpendicular bisector of the

Top answer: The point equidistant between any two points can be found by locating the point that lies on the Read more.
find mid point of line segment whose end points are given(-3,-2) (-10,-9)please explain how this is done

Top answer: ( (x1+x2)/2 , (y1+y2)/2 ) = ( (-3-10)/2 , (-2-9)/2 ) =(-13/2 , -11/2) =(-6.5,-5.5) Read more.
CD is a line segment joining the point C(3,8) and D(3,-4). Find the coordinates of the three points that divide CD into 4 equal

Top answer: Those points lie along a vertical line from y = 8 to -4. Along that line, x remains 3. The y Read more.
(a) Find the points which divide the line joining A(1,3) and B(-4,-1) internally in the ratios:(i) 1:2 (ii) 1:1 (iii) 3:1 (b) On

Top answer: See previous post: Tue, 11-1-16, 11:33 AM. Read more.