Question

what fraction represents the change into the number of spaces gertrude moved her game piece over the two turns describe above

Answer 1

To determine the fraction representing the change in the number of spaces Gertrude moved her game piece over the two turns described above, we need to compare the final position after the second turn with the initial position before the first turn.

Let's say Gertrude's game piece moved 6 spaces to the right in the first turn and then moved 4 spaces to the left in the second turn.

If we consider moving to the right as a positive change and moving to the left as a negative change, the total change in the number of spaces moved by Gertrude's game piece over the two turns is:

6 (first turn) + (-4) (second turn) = 2

Thus, Gertrude's game piece moved a total of 2 spaces over the two turns.

To represent this change as a fraction, we can express it as a ratio of the total number of spaces moved over the two turns to the total number of spaces on the game board. Assuming the game board has 100 spaces, the fraction representing the change in the number of spaces moved by Gertrude's game piece is:

2/100 = 1/50

Therefore, the fraction representing the change in the number of spaces Gertrude moved her game piece over the two turns described above is 1/50.