Equation of the straight line 2

Equation of the 

straight line


Finding 

the length 

of a Straight 

line segment


Finding 

the midpoint between 2 point

If you are  given two coordinates: 

(x1 , y1) and (x2 , y2)

Find the length and coordinates of the midpoint of the
line segment joining the next pair of points.
distance or length =
M (           ;           )
(3, 6) and (9, 12)  
(Redondear a 1 decimal, si fuera el caso)
Find the length and coordinates of the midpoint of the
line segment joining the next pair of points.
distance or length =
M (           ;           )
(4, 10) and (2, 6) 
(Redondear a 1 decimal, si fuera el caso)
Find the length and coordinates of the midpoint of the
line segment joining the next pair of points.
distance or length =
M (           ;           )
(13, 6) and (-11, 4)
(Redondear a 1 decimal, si fuera el caso)
Find the length and coordinates of the midpoint of the
line segment joining the next pair of points.
distance or length =
M (           ;           )
(-1, 2) and (3, 5) 
(Redondear a 1 decimal, si fuera el caso)
Find the length and coordinates of the midpoint of the
line segment joining the next pair of points.
distance or length =
M (           ;           )
(-4, -3) and (2, 5) 
(Redondear a 1 decimal, si fuera el caso)
The line segment AB exists where A(3, 6) and B(10, -3).


a)Find the gradient of the line segment AB.



 
b) Find the midpoint of the line segment AB




c) Find the distance of the line segment AB

distance or length =
m =
M (           ;           )
(Redondear a 1 decimal, si fuera el caso)

Find the distance from the origin to point (-3, -5).

Which is further from the origin, A(4, 2) or B(-3, -4)?
distance =
 A
 B 
 They are the same distance
(Redondear a 1 decimal, si fuera el caso)

Find the distance from the origin to point (2 , -6).

Which of the points A(5, 6) or B(5, 3) is closer 

to point C(-3, 2)?

distance =
 B 
 A
 They are the same distance
(Redondear a 1 decimal, si fuera el caso)

Triangle ABC has its vertices at points A(0, 0), B(4, -5) 

and C(-3, -3). Find the length of each side.

AB =
BC =
AC =
(Redondear a 1 decimal, si fuera el caso)
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