How many equal line segments are needed to make a row of 35 squares?
See the answer that bobpursley posted for you.
To determine how many equal line segments are needed to make a row of 35 squares, we need to consider the relationship between the number of line segments and the number of squares.
In a row of squares, each square has two adjacent line segments: one at the left side and one at the right side. However, the first square in the row only has one adjacent line segment at the right side, while the last square only has one adjacent line segment at the left side.
So, to calculate the number of line segments needed to make a row of squares, we can subtract one from the total number of squares in the row.
Therefore, to make a row of 35 squares, we would need (35 - 1) = 34 line segments.