Five different ways to write the above given statement are:

(I) A triangle is equiangular shows that it is an obtuse angled triangle .

(ii) A triangle is equiangular provided that the triangle is a obtuse angled triangle .

(iii) For a triangle to be equiangular, it is important that the triangle should be an obtuse angled triangle .

(iv) For  triangle to be an obtuse angled triangle , it is enough that the triangle is equiangular .

(v) If a triangle is n obtuse angled triangle, then, at that point, the triangle is not equiangular .