Is it possible to divide say a UNIT Square in to seven equal areas. Two trivial solutions are dividing using $6$ Horizontal(Vertical) lines as shown below:
Is it possible to divide it using Straight lines which are Oblique?
Is it possible to divide say a UNIT Square in to seven equal areas. Two trivial solutions are dividing using $6$ Horizontal(Vertical) lines as shown below:
Is it possible to divide it using Straight lines which are Oblique?
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There are many ways you could do this.
Here is one way. Using the points in your diagram (but not your horizontal lines), calling the leftmost column of points $a_0, a_1, ...,a_7$ (bottom to top) and the rightmost column $b_0, b_1,...,b_7$ (also bottom to top). Then draw line segments joining
$a_0$ to $b_2$;
$a_1$ to $b_3$;
$a_2$ to $b_4$;
$a_3$ to $b_5$;
$a_4$ to $b_6$;
$a_5$ to $b_7$.