Identify the converse of this statement: If a shape has 3 sides, then it's a triangle. Question 8 options: If a shape is a triangle, then it has 3 sides. If a shape is a triangle, then it doesn't have three sides. If a shape doesn't have 3 sides, then it's a triangle. If a shape isn't a triangle, then it doesn't have three sides.

Question

Mathematics

Sidney Huang

8 April, 23:14

Identify the converse of this statement: If a shape has 3 sides, then it's a triangle. Question 8 options: If a shape is a triangle, then it has 3 sides. If a shape is a triangle, then it doesn't have three sides. If a shape doesn't have 3 sides, then it's a triangle. If a shape isn't a triangle, then it doesn't have three sides.

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Answers (2)

Know the Answer?

Charlotte Horn · Answer 1

The converse would be the first option because the converse of a statement is the "flipped" version of the original statement.

Saul Le · Answer 2

If a shape is a triangle, then it has 3 sides.

Step-by-step explanation:

To find the converse of a conditional, switch the hypothesis and the conclusion. You may need to adjust the wording a little to make sense.

Conditional: If a shape has 3 sides, then it's a triangle.

Hypothesis: a shape has 3 sides

Conclusion: it's a triangle

Converse:

If a shape is a triangle, then it has 3 sides.