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On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? for GMAT 2025 is part of GMAT preparation. The Question and answers have been prepared according to the GMAT exam syllabus. Information about On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? covers all topics & solutions for GMAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer?.

Solutions for On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? in English & in Hindi are available as part of our courses for GMAT. Download more important topics, notes, lectures and mock test series for GMAT Exam by signing up for free.

Here you can find the meaning of On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer?, a detailed solution for On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? has been provided alongside types of On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice On Christmas Eve, Santa and 5 of his elves need to deliver 210 presents to 7 towns, with each one requiring exactly 30 presents. Each trip to a town and back takes 1 hour, several trips can be made simultaneously, and each one requires at least Santa or two elves. Santa can deliver at most 15 presents per trip, and each elf can deliver at most 10 presents per trip.Based on the information above, select forT1 the number of minimum hours it will take to deliver all 210 presents with Santa andT2 the number of minimum hours it will take to deliver all 210 presents without Santa.a)T1= 2T2 =3b)T1= 3T2 =4c)T1= 6T2 =7d)T1= 7T2 =6e)T1= 4T2 =5Correct answer is option 'E'. Can you explain this answer? tests, examples and also practice GMAT tests.