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defon
3 years ago
14

Please decide !!!!!!!!

Mathematics
2 answers:
Gnesinka [82]3 years ago
8 0

9514 1404 393

Answer:

  6 pours

Step-by-step explanation:

Here are two 6-step solutions. The four digits represent the contents of the 9,5,4,2 containers (in that order) after a single pour. The starting condition is 9000.

<u>Solution 1</u>:

  1. 7002 — 9 > 2
  2. 7200 — 2 > 5
  3. 3240 — 9 > 4
  4. 3510 — 4 > 5
  5. 3312 — 5 > 2
  6. 3330 — 2 > 4

<u>Solution 2</u>:

  1. 5040 — 9 > 4
  2. 5400 — 4 > 5
  3. 1440 — 9 > 4
  4. 1530 — 4 > 5
  5. 1332 — 5 > 2
  6. 3330 — 2 > 9
trapecia [35]3 years ago
6 0

Answer:

Pour 7 times

Step-by-step explanation:

In order to get 3 equal volumes when starting with a 9L jug, each volume must be 3L.

1) Pour from the 9L into the 5L

2) Pour from the 5L into the 2L (resulting in 3L leftover in the 5L jug)

Now we have 1 jug of 3L

3) Pour the 3L from the 5L jug into the 4L jug (to get it out of the way)

4) Pour the water from the 2L back into the 9L jug (which is now 6L fill)

5) Pour water from the 9L jug into the 5L jug

6) Pour from the 5L jug into the 2L jug resulting in 3L leftover in the 5L jug

Now we have 2 jugs of 3L

7) Pour water from the 2L jug into the 9L jug which has 1 L of water in it.

Congratulations you now have 3 jugs, 3L each.

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Since you didn't bother to include a diagram of the triangle, I am going to make some assumptions. You need to actually verify that the assumptions are correct and if they are, then this answer is correct. Otherwise if the assumptions are not correct, you're on your own.
Assumption.Points B and C are midpoints of line segments AE and AD. The reason for this assumption is because if points B and C didn't lie on the sides of triangle AED, you would gain no useful information about triangle AED from the lengths provided. Additionally, if those points were not midpoints, you wouldn't gain any information about the lengths of the sides of triangle AED expect that those sides were longer than the lengths of the sides specified.
Once again. VERIFY that points B and C are midpoints of line segments AE and AD.
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