half of the rotation QQQQQ

3 Given the triangle of ABC  and the parallelogram of WXYZ. There is point of K at the outside of ABC and WXYZ

~ Draw Sk (triangle of ABC)

 

~ Determine a point of J such that Sg (WXYZ) = WXYZ

 

That is proved Sg (WXYZ) = WXYZ

half of the rotation

Number 2

Given the line of g and point A, A isn’t member g.

1 draw the line of g^1 = SA (g) why SA (g) is line ?

So the point to near that get line

2 prove that g’//g^1

Using a gradient that is m1 equals m2 = g1 // g

(-a,d) (c,d)

y-d/d-d = x-a/c-a

0 = 0

Y = mx + c

M=0

M1 = m2

0 = 0

Tranformation of the composition

Say: If only oceans were ink for (writing) the words of my Lord, indeed extinguished long before the run out (written) words of my Lord, even if we bring as much addition it (also) QS : alkahfi : 109

There are F and G are Transformation, suppose that:

F: V -> V

G : V -> V

Then the composition of F and G as written G o F defined by

There is a theorem

If F : V -> V

G : V -> V

Then H = G o F : V -> V is transformation.

Those are should surjektif and injektif to proved