Read the statements shown below. If a closed figure has three line segments joined end to end, it is a triangle. If all the three angles of a triangle are congruent, it is an equilateral triangle. Morgan constructed a triangle with all three sides congruent in the geometry class. Based on the given statements, which is a valid argument? It cannot be concluded that Morgan drew an equilateral triangle. It can be concluded that Morgan drew a closed figure having three congruent line segments joined end to end. It cannot be concluded that Morgan drew a closed figure having three l

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Read the statements shown below. If a closed figure has three line segments joined end to end, it is a triangle. If all the three angles of a triangle are congruent, it is an equilateral triangle. Morgan constructed a triangle with all three sides congruent in the geometry class. Based on the given statements, which is a valid argument? It cannot be concluded that Morgan drew an equilateral triangle. It can be concluded that Morgan drew a closed figure having three congruent line segments joined end to end. It cannot be concluded that Morgan drew a closed figure having three l

Mathematics
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It cannot be concluded that Morgan drew a closed figure having three line segments joined end to end. It can be concluded that Morgan drew a rectangle.
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I think it is "It can be concluded that Morgan drew a closed figure having three congruent line segments joined end to end". The others are not valid arguements

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Ty!

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