2. Write an inductive statement using this statement.
There is no electricity in Jake’s room. There is no electricity in his brother’s room
Based on the fact that there is no electricity in Jake's room and there is no electricity in his brother's room, we can infer that there is no electricity in any of the rooms in their house.
The inductive statement based on the given statement would be:
For every room in Jake's house, there is no electricity.
To write an inductive statement using the given information, we can start by observing that there is no electricity in Jake's room and also no electricity in his brother's room.
Based on this observation, we can make an inductive statement such as:
"All the rooms in Jake's house have no electricity."
To arrive at this statement, we generalize the observation made in the given situation. Since we have found that both Jake's room and his brother's room have no electricity, we can induce that this might be a characteristic of all the rooms in Jake's house.