TADM2E 2.48 - Revision history

Matt: Undo revision 799 by EthanGamer (talk)

2020-07-23T13:34:44Z

Undo revision 799 by EthanGamer (talk)

EthanGamer: Blanked the page

2020-07-14T02:00:30Z

Blanked the page

SnowSailor at 02:34, 18 February 2019

2019-02-18T02:34:05Z

SnowSailor at 02:32, 18 February 2019

2019-02-18T02:32:49Z

SnowSailor at 02:31, 18 February 2019

2019-02-18T02:31:38Z

SnowSailor at 02:13, 18 February 2019

2019-02-18T02:13:25Z

SnowSailor at 02:13, 18 February 2019

2019-02-18T02:13:14Z

SnowSailor: Created page with "Randomly select 6 of the balls. Place 3 balls on one side of the balance and the other 3 on the other side. There are three possible outcomes: 1. The balance doesn't lean tow..."

2019-02-18T02:12:53Z

Created page with "Randomly select 6 of the balls. Place 3 balls on one side of the balance and the other 3 on the other side. There are three possible outcomes: 1. The balance doesn't lean tow..."

New page

Randomly select 6 of the balls. Place 3 balls on one side of the balance and the other 3 on the other side. There are three possible outcomes:

1. The balance doesn't lean towards one side (all the balls are the same weight)
2. The balance leans left (the heavier ball is on the left side)
3. The balance leans right (the heavier ball is on the right side)

If (1):
You know that one of the 2 balls that were not on the balance must be the heavier one. Place one of the remaining balls on each side of the balance to get the answer.

If (2):
Remove all balls from the balance. Randomly select two of the balls from the left side of the balance and compare them on the balance. If the balance leans one way, you get the answer. If the balance doesn't lean at all, the remaining ball is the heavier one.

If (3):
Same as if (2), but use the 3 balls from the right side.

← Older revision		Revision as of 02:00, 14 July 2020
Line 1:		Line 1:
−	~~Randomly select 6 of the balls. Place 3 balls on one side of the balance and the other 3 on the other side. There are three possible outcomes:~~

−	~~1. The balance doesn't lean towards one side (all the balls are the same weight)~~
−
−	~~2. The balance leans left (the heavier ball is on the left side)~~
−
−	~~3. The balance leans right (the heavier ball is on the right side)~~
−
−	~~If (1):~~
−	~~You know that one of the 2 balls that were not on the balance must be the heavier one. Compare the 2 remaining balls on the balance to get the answer.~~
−
−	~~If (2):~~
−	Remove all balls from the balance. Randomly select 2 of the balls from the left side of the balance and compare them on the balance. If the balance leans one way, you get the answer. If the balance doesn't lean at all, the remaining ball not on the balance is the heavier one.
−
−	~~If (3):~~
−	~~Same as if (2), but use the 3 balls from the right side.~~

@@ Line 8: / Line 8: @@
 If (1):
-You know that one of the 2 balls that were not on the balance must be the heavier one. Compare the two remaining balls on the balance to get the answer.
+You know that one of the 2 balls that were not on the balance must be the heavier one. Compare the 2 remaining balls on the balance to get the answer.
 If (2):
-Remove all balls from the balance. Randomly select two of the balls from the left side of the balance and compare them on the balance. If the balance leans one way, you get the answer. If the balance doesn't lean at all, the remaining ball not on the balance is the heavier one.
+Remove all balls from the balance. Randomly select 2 of the balls from the left side of the balance and compare them on the balance. If the balance leans one way, you get the answer. If the balance doesn't lean at all, the remaining ball not on the balance is the heavier one.
 If (3):
 Same as if (2), but use the 3 balls from the right side.

@@ Line 8: / Line 8: @@
 If (1):
-You know that one of the 2 balls that were not on the balance must be the heavier one. Place one of the remaining balls on each side of the balance to get the answer.
+You know that one of the 2 balls that were not on the balance must be the heavier one. Compare the two remaining balls on the balance to get the answer.
 If (2):

← Older revision	Revision as of 13:34, 23 July 2020
Line 1:	Line 1:
	+	Randomly select 6 of the balls. Place 3 balls on one side of the balance and the other 3 on the other side. There are three possible outcomes:

	+	1. The balance doesn't lean towards one side (all the balls are the same weight)
	+
	+	2. The balance leans left (the heavier ball is on the left side)
	+
	+	3. The balance leans right (the heavier ball is on the right side)
	+
	+	If (1):
	+	You know that one of the 2 balls that were not on the balance must be the heavier one. Compare the 2 remaining balls on the balance to get the answer.
	+
	+	If (2):
	+	Remove all balls from the balance. Randomly select 2 of the balls from the left side of the balance and compare them on the balance. If the balance leans one way, you get the answer. If the balance doesn't lean at all, the remaining ball not on the balance is the heavier one.
	+
	+	If (3):
	+	Same as if (2), but use the 3 balls from the right side.

@@ Line 2: / Line 2: @@
 . The balance doesn't lean towards one side (all the balls are the same weight)
 . The balance leans left (the heavier ball is on the left side)
 . The balance leans right (the heavier ball is on the right side)