Answer:
13 > L > 1
Step-by-step explanation:
We have two pieces of wood, one is 6 inches long and the other is 7 inches long. They make two sides of a triangle.
Now, we have to get what will be the third side.
The length of the third side will be maximum when the angle between the sides of 6 in and 7 in will be close to 180°.
Therefore, the maximum length of the third side should be < (6 + 7) i.e. 13 inches.
Again, the length of the third side will be minimum when the angle is close to 0°.
That means the minimum length of the third side will be > (7 - 6) i.e. 1 inch.
Therefore, the range of length (L) of the third side is 13 > L > 1. (Answer)
