Pythagorea Level 4.11 Answer Solution

Pythagorea Medians And Mid-Points Level 4.11 Solution/Answer

Pythagorea Medians And Mid-Points Level 4.11 New Version Game Answers,  detailed solutions, Tips, and Walkthrough. Scroll below to find answer to this level.

Pythagorea is android/iOS app developed by Horis International Limited. Solutions hints and answers to pythagorea are available in this post scroll down to find solutions to all the levels.

This game is mostly focused on geometric puzzles and construction. The workspace is divided into grids to draw lines. You should know all the basic Math operations. All lines and shapes are drawn on a grid whose cells are squares. Most of the game levels can be answered using natural intuition and by some basic laws of geometry.

Click Here for All other Pythagorea Levels: https://www.puzzlegamemaster.com/pythagorea/

Pythagorea Level 4.11: Construct a triangle given a side and the centroid in the point M.

If you have any doubt regarding Pythagorea answers given here you can watch video below or you can comment on this post-

 

9 thoughts on “Pythagorea Level 4.11 Answer Solution

  • March 24, 2022 at 22:43
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    You don’t even need the middle point of the given side. You only need to know that M divides any of the medians at a ratio of 2:1. So, draw two medians from the line ends towards M and extend them by 50 percent (use the grid lines) to get a second point of each of the other sides.

    Reply
    • May 30, 2022 at 13:11
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      How do you “extend a line by 50 percent”??

      Reply
  • April 5, 2021 at 08:58
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    I was only interested in the last solution and after watching it, I am convinced that it makes absolutely zero mathematical sense. How did you know to draw these two pairs of diagonals and where to draw them?

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    • November 21, 2021 at 14:57
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      The given line is 3 boxes long. The center of that is the middle of the center box. The diagonals were used to find the middle of that box.

      Reply
  • July 28, 2019 at 04:04
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    I get how you get the midpoint of the given side and extend that ray from the midpoint through the centroid, but how did you know what angle to use for the second side?

    Reply
  • January 24, 2019 at 04:10
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    How is the middle point of the given line exactly in the middle of node 2 (from the left) and node 5? If you draw the perpendicular from that point, it does not mirror the line on itself. Or am i wrong?

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    • January 24, 2019 at 04:13
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      Got it, I was wrong :p

      Reply
      • December 29, 2019 at 01:35
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        These solutions do not make any sense. Where can we go to see the steps of what is going on??

        Reply

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