The science club at the local high school went on a field trip to a museum and a movie. They paid $170 for 40 tickets to the space museum and $180 for 45 tickets to the movies. For which activity did the science club pay more per ticket? How do you know?(1 point)

Responses

the space museum because the ratio for the space museum is higher than the ratio for the movies
the space museum because the ratio for the space museum is higher than the ratio for the movies

the movies because the ratio for the movies is higher than the ratio for the space museum
the movies because the ratio for the movies is higher than the ratio for the space museum

the movies because they sold more tickets
the movies because they sold more tickets

the movies because they paid the most money

the movies because they paid the most money.

The correct answer is: the movies because the ratio for the movies is higher than the ratio for the space museum.

To determine which activity the science club paid more per ticket, we can calculate the cost per ticket for each activity.

For the space museum:
Cost of tickets = $170
Number of tickets = 40
Cost per ticket = $170/40 = $4.25 per ticket

For the movies:
Cost of tickets = $180
Number of tickets = 45
Cost per ticket = $180/45 = $4 per ticket

Comparing the two ratios, we can see that the ratio for the movies is higher ($4 per ticket) than the ratio for the space museum ($4.25 per ticket). Therefore, the science club paid more per ticket for the space museum than for the movies.

To determine which activity the science club paid more per ticket for, we need to find the ratio of the total cost of each activity to the number of tickets purchased.

For the space museum:
Total cost = $170
Number of tickets = 40
Cost per ticket = Total cost / Number of tickets = $170 / 40 = $4.25

For the movies:
Total cost = $180
Number of tickets = 45
Cost per ticket = Total cost / Number of tickets = $180 / 45 = $4.00

Comparing the cost per ticket:
Space museum = $4.25
Movies = $4.00

Therefore, the science club paid more per ticket for the space museum. The cost per ticket for the space museum is higher than the cost per ticket for the movies.

So, the correct answer is: The space museum because the ratio for the space museum is higher than the ratio for the movies.