What universal set (s) would you propose for each of the following: (i) The set of right triangles (ii) The set of isosceles triangles

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(i) Collection of the right triangle is a subset of a set of triangles. The comprehensive set can be a set of triangles, or set of polygons(ii)set of an isosceles triangle is a subset of the game of triangles. the universal set can be a set of triangles or set of polygons
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The set of all triangles must contain all elements of the game of right triangles. So we propose all set of right triangles are the universal set
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What is the universal set for natural? Can be the next big set which contains all natural with extras. Thus can be integers Same for integers now. Can be the next big set which is rational. For rational and irrational can be real For real can be complex. Thus for right triangles can be scalene for all...
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What is the universal set for natural? Can be the next big set which contains all natural with extras. Thus can be integers Same for integers now. Can be the next big set which is rational. For rational and irrational can be real For real can be complex. Thus for right triangles can be scalene for all angle possibility For isoceles can be scalene too. For equilateral can be isoceles. read less
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Set of all triangle
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(i) For the set of right triangles, the universal set can be the set of triangles or the set of polygons. (ii) For the set of isosceles triangles, the universal set can be the set of triangles or the set of polygons or the set of two-dimensional figures.
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Related Questions

How many elements has P(A), if A = Φ?
We know that if A is a set with m elements i.e., n(A) = m, then n = 2m. If A = Φ, then n(A) = 0. ∴ n = 20 = 1 Hence, P(A) has one element.
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