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Math problem: how to form a cross with five cubes and cut it twice, and how to become a square of 1?
Is it "make a cross with five squares"?

If the side length of each small square is 1, then the area of the big square is 5 and its side length is √5.

According to Pythagorean theorem, the diagonal length of a rectangle composed of two small squares is √( 1+2*2)=√5.

The method of cutting 2 knives to form 1 square is shown in the figure.