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Task #4: Waiting in Line You’re attending a concert with five friends but each of you arrived at the venue at different times. The fractions below tell how much of the distance they have already moved since they got in line. (Think about fractions as area models if you need some help!) You 3 / 4 Andrea 1/ 2 Bart 4 /5 Camden 7 /8 Drake 3/ 7 Ethan 2 /3 1. Who do you know is not going to get in the gate first? 2. How do you know? 3. Who is getting in the gate first? Who is getting in the gate last?

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Step-by-step explanation:

Given data:

You = 3/4

Andrea = 1/2

Bart = 4/5

Camden = 7/8

Drake = 3/7

Ethan = 2/3

1. Drake would not be getting into the gate first because he is far behind at 3/7.

2. each fraction represents how far each have travelled Or moved on the line. Just like how you have move 3/4 on the line which represents three quarter of the line, and Andrea has moved half way through the line at 1/2.

3. Camden 7/8 would get to the get first and Drake 3/7 would get in last.

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