Contrapositive

The lawyer argued that the contrapositive of the defendant's alibi was sufficient to establish his presence at the crime scene.

The contrapositive of "If you study hard, you will get good grades" is "If you do not get good grades, you did not study hard."

To prove his point, he used the contrapositive of the original statement.

The biologist explained the contrapositive of the statement "if the organism is a mammal, then it gives birth to live young" as "if the organism does not give birth to live young, then it is not a mammal."

The programmer used the contrapositive of the condition in the if-else statement to handle errors.

In logic, the contrapositive of "If it rains, then the ground gets wet" is "If the ground is not wet, then it is not raining."

The philosopher used the contrapositive of the statement "if God exists, then there is morality" to argue that the absence of morality implies the absence of God.

The contrapositive of "If you eat too much sugar, you will get cavities" is "If you do not get cavities, you did not eat too much sugar."

The philosophy professor discussed the use of contrapositive in proving arguments.

The defendant's lawyer argued the contrapositive version of the prosecutor's statement.

The student applied contrapositive reasoning to solve the logic puzzle.

The contrapositive implication of "If you study hard, then you will get good grades" is "If you do not get good grades, then you did not study hard."

The contrapositive statement of "If the train is late, then I will miss my appointment" is "If I did not miss my appointment, then the train was not late."

The debater used contrapositive tactics to counter the opponent's argument.

The scientist used the contrapositive approach to prove the hypothesis.

The contrapositive of "If the car is a Ford, then it has four wheels" is "If the car does not have four wheels, then it is not a Ford."

The contrapositive of "If the store is open, then the lights are on" is "If the lights are not on, then the store is not open."

The engineer utilized contrapositive logic to design the circuit.

The contrapositive of "If the oven is hot, then the cake will bake in 30 minutes" is "If the cake did not bake in 30 minutes, then the oven was not hot."

To prove the theorem, we must use the contrapositive argument.

The contrapositive statement of "If it rains, then the streets are wet" is "If the streets are not wet, then it did not rain."

The linguist used contrapositive examples to explain the grammatical rule.

The writer employed contrapositive sentence structure to emphasize the point.

To show that the argument is invalid, we can use the contrapositive reasoning.

The philosopher analyzed the contrapositive argument in the book.

The contrapositive of "If the plant receives enough sunlight, then it will grow" is "If the plant does not grow, then it did not receive enough sunlight."

The teacher explained the contrapositive statement during the geometry class.

The contrapositive of "If you have a fever, you are sick" is "If you are not sick, then you do not have a fever."

To prove a theorem, sometimes it's easier to use the contrapositive statement.

The teacher explained the concept of contrapositive reasoning to the students.

The scientist tested the contrapositive hypothesis to verify the experiment's results.

The logician presented the contrapositive argument to disprove the initial claim.

The author used contrapositive logic to explain his point of view.

The coach used the contrapositive strategy to motivate his team.

The contrapositive statement of "If it rains, then the ground is wet" is "If the ground is not wet, then it did not rain."

The detective used the contrapositive approach to solve the murder case.

The contrapositive of "If you study hard, you will pass the exam" is "If you do not pass the exam, then you did not study hard."

The lawyer used the contrapositive argument to defend his client.

The contrapositive statement of "All dogs are mammals" is "If an animal is not a mammal, then it is not a dog."

The programmer applied contrapositive thinking to debug the code.

The contrapositive of "If it is sunny, then I will go for a walk" is "If I did not go for a walk, then it was not sunny."

The student struggled to understand the concept of contrapositive statements.

The contrapositive statement of "If it rains, then the ground gets wet" is "If the ground is not wet, then it has not rained."

The statistician used the contrapositive statement to show that correlation does not imply causation.

The psychologist used the contrapositive approach to analyze the effects of positive reinforcement on behavior.

The contrapositive form of "If the dog barks, then someone is at the door" is "If no one is at the door, then the dog is not barking."

The contrapositive relationship between "If she practices every day, she will improve her skills" is "If she did not improve her skills, she did not practice every day."

The contrapositive statement of "If you eat healthy, you will feel better" is "If you do not feel better, you did not eat healthy."

The biologist's theory was based on the contrapositive relationship between predators and prey.

The contrapositive relationship between "If he goes to bed late, he will be tired in the morning" is "If he is not tired in the morning, he did not go to bed late."