1: Tug of War DIRECTIONS: Use the information provided below about the first two rounds to figure out who will win the third round of tug of war. Round 1: One side of the rope there are four acrobats who all have equal strength. On the other side are five grandmas who each have equal strength as well. The result of the tug of war is dead even- it's a perfect tie Round 2: One one side is Ivan the dog. One the other side is are two grandmas and one acrobat. Again, it is dead even- a perfect tie. gOWNO Round 3: Three grandmas and Ivan are pulling against four acrobats. Which team wins? Justify your answer with at least 2 sentences. * FINAL ROUND * Round 4: Ivan and three acrobats are matched up against a team of grandmas. The result is a tie- the two sides are evenly matched. How many grandmas were on the the team? Explain your reasoning. Round 5: Create two teams of your choice in Round 5 that are not equally matched. Use Ivan and at least one acrobat and one grandma on either team. Explain which side will win and how you know.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Portfolio Option 1: Tug of War DIRECTIONS: Use the information provided below about the first two rounds to figure out who will win the third round of tug of war. Round 1: One side of the rope there are four acrobats who all have equal strength. On the other side are five grandmas who each have equal strength as well. The result of the tug of war is dead even- it's a perfect tie Round 2: One one side is Ivan the dog. One the other side is are two grandmas and one acrobat. Again, it is dead even- a perfect tie. gOWNO Round 3: Three grandmas and Ivan are pulling against four acrobats. Which team wins? Justify your answer with at least 2 sentences. * FINAL ROUND * Round 4: Ivan and three acrobats are matched up against a team of grandmas. The result is a tie- the two sides are evenly matched. How many grandmas were on the the team? Explain your reasoning. Round 5: Create two teams of your choice in Round 5 that are not equally matched. Use Ivan and at least one acrobat and one grandma on either team. Explain which side will win and how you know.
Permit
Round 4:
Ivan and three acrobats are matched up against a team of grandmas. The result is a tie-- the two
sides are evenly matched. How many grandmas were on the the team? Explain your reasoning.
Round 5:
Create two teams of your choice in Round 5 that are not equally matched. Use Ivan and at least one
acrobat and one grandma on either team. Explain which side will win and how you know.
Transcribed Image Text:Permit Round 4: Ivan and three acrobats are matched up against a team of grandmas. The result is a tie-- the two sides are evenly matched. How many grandmas were on the the team? Explain your reasoning. Round 5: Create two teams of your choice in Round 5 that are not equally matched. Use Ivan and at least one acrobat and one grandma on either team. Explain which side will win and how you know.
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