Question

Mark four points E,F,G,H such that no three of them are collinear. Draw lines through the points taking two at a time. Answer the following questions-
1)How many lines can you draw?
2)Name the lines concurrent at each of these points.
3)How many lines can you draw if you take the points three at a time?Why?​

Answer 1

Answer:

6 Lines can be Drawn

No lines can be drawn with three points.

Step-by-step explanation:

Mark four points E,F,G,H such that no three of them are collinear. Draw lines through the points taking two at a time. Answer the following questions-

1)How many lines can you draw?

6 Lines can be Drawn

There are four points

from 1 st point   3 Lines can be drawn ( for Each remaining Point)

from 2nd Point 2 Lines Can be Drawn (with Remaining Points) , with point 1 already constructed

From 3rd point 1 line can be drawn

3)How many lines can you draw if you take the points three at a time?Why?​

Taking three point no line can be drawn as these points are not colinear

Answer 2

Answer:

above answer is correct...

Step-by-step explanation:

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