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Question
Table 3 orders a total of 9 ice cream scoops. The chocolate flavor ordered the most. The vanilla flavor is ordered more than butterscotch but less than chocolate. Select the option where the correct containers are used for the correct flavors.
Table 3 orders a total of 9 ice cream scoops. The chocolate flavor ordered the most. The vanilla flavor is ordered more than butterscotch but less than chocolate. Select the option where the correct containers are used for the correct flavors.
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Solution
The correct option is D Glass 2: 5 chocolate scoops, Glass 1: 3 vanilla scoops, Glass 3: 1 butterscotch scoop
Glass 2 has the maximum capacity. Glass 1 has less capacity than Glass 2 but more than Glass 3. Glass 3 has the least capacity.
The chocolate-flavored ice cream has been ordered more than vanilla and butterscotch, so it should have the most number of scoops. The vanilla-flavored ice cream is less than chocolate but more than butterscotch.
The butterscotch-flavored ice cream is ordered less than chocolate and vanilla, so it should have the least number of ice cream scoops.
Total scoops = 5 + 3 + 1
= 9
Hence, Option D is correct.
Glass 2 has the maximum capacity. Glass 1 has less capacity than Glass 2 but more than Glass 3. Glass 3 has the least capacity.
The chocolate-flavored ice cream has been ordered more than vanilla and butterscotch, so it should have the most number of scoops. The vanilla-flavored ice cream is less than chocolate but more than butterscotch.
The butterscotch-flavored ice cream is ordered less than chocolate and vanilla, so it should have the least number of ice cream scoops.
Total scoops = 5 + 3 + 1
= 9
Hence, Option D is correct.
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