Take three non- collinear points D, E and F and join EF and FD. What figure do you get ?

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Solution

According to our question -
Step 1 - Take three random non- collinear points D, E, F - ( Non-collinear points are random points taken anywhere randomly)

Step 2 - Now, join EF and FD using ruler.

Hence, we have an angle $∠ E F D$

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Take three non- collinear points D, E and F and join EF and FD. What figure do you get ?

According to our question - Step 1 - Take three random non- collinear points D, E, F - ( Non-collinear points are random points taken anywhere randomly) Step 2 - Now, join EF and FD using ruler. Hence, we have an angle ∠EFD

According to our question -
Step 1 - Take three random non- collinear points D, E, F - ( Non-collinear points are random points taken anywhere randomly)

Step 2 - Now, join EF and FD using ruler.

Hence, we have an angle $∠ E F D$