# Find the difference. Jeremy is practicing some tricks on his skateboard. One trick takes him forwards 4 feet, then he flips around and moves backwards 7.2 feet, then he moves forward again for 3.2 feet. Part 1 out of 2 What expression could be used to find how far Jeremy is from his starting position when he finishes the trick? The expression that represents the situation is

1 answer

###### Question:

Find the difference.

Jeremy is practicing some tricks on his skateboard. One trick takes him forwards 4 feet, then he flips around and moves backwards 7.2 feet, then he moves forward again for 3.2 feet.

Part 1 out of 2

What expression could be used to find how far Jeremy is from his starting position when he finishes the trick?

The expression that represents the situation is

Jeremy is practicing some tricks on his skateboard. One trick takes him forwards 4 feet, then he flips around and moves backwards 7.2 feet, then he moves forward again for 3.2 feet.

Part 1 out of 2

What expression could be used to find how far Jeremy is from his starting position when he finishes the trick?

The expression that represents the situation is

## Answers

Answer:Jeremy is in the same position he started in.Step-by-step explanation:4 ft - 7.2ft = -3.2ft + 3.2ft Hope this helps! :)

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