Question

1. a survey of 720 families was conducted on how many miles they travel for vacation.

the results are show in the box plot below.
a. what percentage of families traveled between 0 and 750 miles? ______
b. what percentage of families traveled between 250 and 750 miles? ______
c. how many families traveled fewer than 1000 miles? ______
d. how many families traveled more than 2250 miles? ______
e. what is the median of the data? ______

1. a survey of 36 local trampoline parks was conducted on their admission prices.

the results are show in the box plot below.

Explanation:

the user’s plot: the box is divided, maybe the median is 750? Wait, no, maybe 750 is \( Q_1 \), median at 750? No, that doesn't make sense. Wait, maybe the median is 750.

Part 5 (Trampoline Park Admission Prices, \( n = 36 \))

(Note: The plot’s x - axis is 15, 16, 17, 18, 19, 20, 21, but the question is not fully visible. Assuming it’s similar to part 4, but since the question is cut off, we focus on part 4.)

Final Answers (Part 4)

a. \(\boldsymbol{25\%}\)
b. \(\boldsymbol{25\%}\)
c. \(\boldsymbol{360}\)
d. \(\boldsymbol{180}\) (assuming 25% above 2250)
e. \(\boldsymbol{750}\) (assuming median at 750 from the box - plot)

Answer:

the user’s plot: the box is divided, maybe the median is 750? Wait, no, maybe 750 is \( Q_1 \), median at 750? No, that doesn't make sense. Wait, maybe the median is 750.

Part 5 (Trampoline Park Admission Prices, \( n = 36 \))

(Note: The plot’s x - axis is 15, 16, 17, 18, 19, 20, 21, but the question is not fully visible. Assuming it’s similar to part 4, but since the question is cut off, we focus on part 4.)

Final Answers (Part 4)

a. \(\boldsymbol{25\%}\)
b. \(\boldsymbol{25\%}\)
c. \(\boldsymbol{360}\)
d. \(\boldsymbol{180}\) (assuming 25% above 2250)
e. \(\boldsymbol{750}\) (assuming median at 750 from the box - plot)