Please po pahelp ako Pangatlong beses ko na po to huhu..
I. Construct the converse, inverse and contrapositive of the conditional statement, and identify which of the statements are equivalent.
(Refer to Example 3)
1. If a quadrilateral is a rhombus, then it has two pairs of parallel sides.
2. If a triangle is equilateral, then it is isosceles.
II. For questions 3-5, write an equivalent statement.
3. If a polygon is regular, then all its angles are congruent.
4. If a shape is not a quadrilateral, then it is not a kite.
5. If you are seventeen years old, then you are eligible to drive.
Pahelp po,,kailangan na po,,pls please..
Ma-mark ko po yung sasagot,salamat rin po..
Answers & Comments
Answer:
I.
1. Converse - If it has two pairs of parallel sides, then a quadrilateral is a rhombus.
Inverse - If a quadrilateral is not a rhombus, then it doesn't has two pairs of parallel sides.
Contrapositive - If it not has two pairs of parallel sides, then a quadrilateral is not a rhombus.
The statements that are equivalent is the inverse and contrapositive.
2. Converse - If it is an isosceles, then a triangle is equilateral.
Inverse - If a triangle is not equilateral, then it is not an isosceles.
Contrapositive - If it is not isosceles, then a triangle is not equilateral.
The statement that are equivalent is the inverse and contrapositive.
II.
3. If all angles are congruent, then a polygon is regular.
4. If it is not a kite, then a shape is not a quadrilateral.
5. If you are eligible to drive, then you are seventeen years old.
Step-by-step explanation:
In converse, just inverse the statement.
In inverse, put a 'not' on a conditional statement.
In contrapositive, put a 'not' on a converse statement.