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# Triangle

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All the sides of a triangle are integers.  If the perimeter of the triangle is \$3,\$ then how many different possible triangles are there?  (Assume that the triangle is non-degenerate.  Two triangles are considered the same if they are congruent.)

Mar 27, 2024

#1
+810
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All the sides of a triangle are integers.  If the perimeter of the triangle is \$3,\$ then how many different possible triangles are there?  (Assume that the triangle is non-degenerate.  Two triangles are considered the same if they are congruent.)

A triangle has 3 sides.

All the way around is 3.

Every side is an integer.

Each side can equal only 1.  There is one triangle.

.

Mar 27, 2024

#1
+810
+1

All the sides of a triangle are integers.  If the perimeter of the triangle is \$3,\$ then how many different possible triangles are there?  (Assume that the triangle is non-degenerate.  Two triangles are considered the same if they are congruent.)

A triangle has 3 sides.

All the way around is 3.

Every side is an integer.

Each side can equal only 1.  There is one triangle.

.

Bosco Mar 27, 2024