Final answer:
By arranging the given statements about a fire-fighting robot in logical order and applying the Law of Syllogism, we deduce that 'If there is a fire, then the robot extinguishes the fire.'
Step-by-step explanation:
To determine the correct sequence of statements and apply the Law of Syllogism to a fire-fighting robot, we need to arrange the provided statements in logical order.
- If there is a fire, then the robot senses high levels of smoke and heat (Statement D).
- If the robot senses high levels of smoke and heat, then it sets off a fire alarm (Statement B).
- If the robot sets off the fire alarm, then it concludes there is a fire (Statement A).
- If the robot concludes there is a fire, then it locates the fire (Statement E).
- If the robot locates the fire, then the robot extinguishes the fire (Statement C).
Now, using the Law of Syllogism, we can chain these statements together. Starting from 'If there is a fire,' we conclude that:
If there is a fire, then the robot extinguishes the fire.