Ms. claudio and ms. yee took their students to the winter festival. there were a total of 68 students in attendance. in group a , twenty three students rode the polar express and paid $6.75 each. in group b, twenty five students rode rudolph's reindeer ride and pod $4.50 each. in group c, 20 students rode both rides. what was the total cost of each group's amusement ride ?

Cost of Group A amusement ride is $155.25.

Cost of Group B amusement ride is $112.5.

Cost of Group C amusement ride is $225.

Step-by-step explanation:

Given:

Total number of students went to winter festival = 68

In Group A:

Number of students = 23

Cost for polar express ride = $6.75

We need to find the cost of group A amusement ride.

Cost of group A amusement ride can be calculated by multiplying Number of students and Cost for polar express ride

Cost of group A amusement ride = Cost for polar express ride × Number of students = 23 × $6.75  = $155.25

Hence Cost of Group A amusement ride is $155.25.

In Group B:

Number of students = 25

Cost for Rudolph's reindeer ride = $4.50

We need to find the cost of group B amusement ride.

Cost of group B amusement ride can be calculated by multiplying Number of students and Cost for Rudolph's reindeer ride

Cost of group B amusement ride = Cost for Rudolph's reindeer ride × Number of students = 25 × $4.50  = $112.5

Hence Cost of Group B amusement ride is $112.5.

In Group C:

Number of students = 20

Cost for Rudolph's reindeer ride = $4.50

Cost for polar express ride = $6.75

We need to find the cost of group C amusement ride.

Cost of group C amusement ride can be calculated by multiplying Number of students and Cost for Rudolph's reindeer ride and then add Number of students multiplied Cost for polar express ride

Cost of group C amusement ride = Cost for Rudolph's reindeer ride × Number of students + Cost for polar express ride × Number of students= 20 × $4.50 + 20 × $6.75 = $90 + $135  = $225

Hence Cost of Group C amusement ride is $225.

Final Answer.

Cost of Group A amusement ride is $155.25.

Cost of Group B amusement ride is $112.5.

Cost of Group C amusement ride is $225.

5x+10 is the correct one

hope this

22.83 repeating

step-by-step explanation:

137 ÷ 6 is 22.8333333 therefore we understand that 3 is repeating.

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