given a parallel line xy and zt. Three point A,B,C are on line xy, two point D,E are on line zt. Draws line passing through the pair of point. How many lines are there?

given 2 parrel lines xy and zt.Three point ABC are on line xy,two point DE are on line zt.Draw lines pasing throught the pair of points

If two angles are corresponding angles of the parallel lines and their measure are ( 5x - 7) and ( 4x + 3 ) then the measure of the first angles is ?

True or false

1. we can draw many lines passing through 2 given points

2. we can draw many lines passing through 1 given point

3. we cannot draw any line passing through 3 given points

4. two different lines can only have 1 common point

5. three different lines cannot intersect at 1 point

6. we can draw 3 different lines from 3 collinear points

7. 2 parallel lines may have more than 1 common point

True or false

1. we can draw many lines passing through 2 given points

2. we can draw many lines passing through 1 given point

3. we cannot draw any line passing through 3 given points

4. two different lines can only have 1 common point

5. three different lines cannot intersect at 1 point

6. we can draw 3 different lines from 3 collinear points

7. 2 parallel lines may have more than 1 common point

If 2 angels are consecutive interior angles of the parallel lines and the measure of one is (4x - 2) and the other is (5x - 7). Find the measure of the first angle

with triangle ABC, d is the line passing through B, E of AC. Via E draw straight lines parallel to AB and BC cut d at M, N. D is the intersection of ME and BC. NE lines cut AB and MC at F and K. CMR AFN triangles are in the same form as the MDC triangle

If 2 angles are consecutive interior angles of the parallel lines and the measure of one is(4x-2)^o and the other is (5x-7)^o.The measure of the first angle is...^o.

Given 50 lines that any 3 lines are not concurrent. How many intersection point are there?