Nowadadays we love taking selfies, why not taking one with a tree we like?
We have taken some pictures of us and a tree and also we have used some mathematical tools to measure it!
SPAIN
![](/files/collabspace/1/01/101/101/images/adba5041.jpg)
This tree is called "Gitanilla" and it is in the Axarquia (Málaga), although it comes from South África. This tree measures 4 metres and its trunk measures 2 metres in diameter. Their branches form acute angles and we can also see parallel branches.
![](/files/collabspace/1/01/101/101/images/b212215c1.png)
The mathematical relationship between the tree that meeting, my head and the shoulder is forming an equilateral triangle, that is, that the three sides of triangle are equal.
MATHS PROBLEM
- My real life height (Ah) = 166 cm
- My height on this photo (Hf) = 3.5 cm
- The height of the tree on this photo (Tf) = 14 cm
- We need to know the real life height of the tree captured on this photo (X)
Operation (Option 1):
1). First of all we need to know the difference between the height of the tree and my height on this photo. Tf : Hf = 14 : 3.5 = 4 (Df)
2). Now we know that the tree on this photo is four times higher than me. So, we need to multiply my real life height by four. Ah * Df = 166 * 4 = 664 (X)
Operation (Option 2):
Hf Tf 3.5 14
1). ----- = ----- 2). ----- = ----- 3). 166 * 14 : 3.5 = X = 664
Ah X 166 X
Solution: The real life height of the tree captured on this photo (X) is 664 cm or 6.64 m.
![](/files/collabspace/1/01/101/101/images/b1112d001.png)
In this photo you can see the propotions of the picture and in it you can see the 5 trunks of a palm tree
![](/files/collabspace/1/01/101/101/images/aa9a47a1.png)
![](/files/collabspace/1/01/101/101/images/afe69061.jpg)
![](/files/collabspace/1/01/101/101/images/b41252081.png)
![](/files/collabspace/1/01/101/101/images/afafa2e1.jpg)
Lithuania:
![](/files/collabspace/1/01/101/101/images/b4c5454e.jpg)
![](/files/collabspace/1/01/101/101/images/ba120d3ce.png)
![](/files/collabspace/1/01/101/101/images/afd7bade.jpg)
![](/files/collabspace/1/01/101/101/images/b0e6fc9e.jpg)
ROMANIA
![](data:image/jpeg;base64,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)
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)
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)