According to Pythagoras' theorem, a triangle with the lengths of the three sides in the ratio 3:4:5, has a right angle opposite the side of the "5" dimension. Using only a tape and stakes, start at one corner of your intended square and set out a right (90 degrees) angle by going three metres in one direction, then return to the corner and measure four metres out from there at 90 degrees (approx at this stage), the two far ends should then be connected by exactly a five metre cord (move stake(s) as necessary). The simplest way to do this is with three people, one to fix the three metre point on your (say 15m long) tape at one intended corner of the square or rectangle, a second person holds the zero point along one intended side and also catches the 12m point on the tape, while the third person pulls the tape taut in a triangular shape while holding the 7m point on the tape. Put stakes at these three locations (0/12; 3; 7) and you have set out a right angle. If you do not have a 12m length of tape use cord which does not stretch or better still wire and mark the measurement locations - otherwise you need to repeatedly "zero in" on the correct position. You can use any dimensions in the above ratios, such as 1.5m, 2.0m, 2.5m, or indeed in feet, inches, rods, chains or whatever. The longer your dimensions the more accurate the angle. Hope this helps.