Mathematics, 16.10.2020 22:01 pearfam98
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15. Write the converse, inverse, and contrapositive of the conditional statement, "If an animal is a bird, then it
has two eyes. Find the truth value of each.
A Converse: If an animal is not a bird, then it does not have two eyes.
The converse is false.
Inverse: If an animal does not have two eyes, then it is not a bird
The inverse is true.
Contrapositive: If an animal is a bird, then it has two eyes.
The contrapositive is true.
B Converse: If an animal has two eyes, then it is a bird.
The converse is false.
Inverse: If an animal is not a bird, then it does not have two eyes.
The inverse is false.
Contrapositive: If an animal does not have two eyes, then it is not a bird.
The contrapositive is true.
C Converse: If an animal does not have two eyes, then it is not a bird.
The converse is true.
Inverse: If an animal is not a bird, then it does not have two eyes
The inverse is true.
Contrapositive: If an animal has two eyes, then it is a bird.
The contrapositive is false.
D Converse All birds have two eyes.
The converse is true.
Inverse: All animals have two eyes
The inverse is true
Contrapositive: All birds are animals, and animals have two eyes.
The cantonasis is tot
Answers: 3
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15. Write the converse, inverse, and contrapositive of the conditional statement, "If an animal i...
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