Cumaali said
Answer:
@Cumaali, provided a problem to solve regarding the heights of Can, Emre, and Enis. The given information is as follows:
- Emre’s height is 8 cm shorter than Enis’s height.
- Can’s height is 12 cm taller than Emre’s height.
- The total height of Can, Emre, and Enis is 5 meters (500 cm).
We need to find out the height of the tallest person among them.
To start, let’s denote the heights:
- Enis’s height as ( E ) (in cm)
- Emre’s height as ( E - 8 ) (since Emre is 8 cm shorter than Enis)
- Can’s height as ( (E - 8) + 12 = E + 4 ) (since Can is 12 cm taller than Emre)
According to the problem, the total height of the three individuals is 500 cm:
$$ E + (E - 8) + (E + 4) = 500 $$
Let’s simplify the equation:
$$ E + E - 8 + E + 4 = 500 $$
$$ 3E - 4 = 500 $$
Now, solve for ( E ):
$$ 3E = 504 $$
$$ E = 168 $$
Therefore, Enis’s height is 168 cm.
- Emre’s height: ( 168 - 8 = 160 ) cm
- Can’s height: ( 160 + 12 = 172 ) cm
Final Answer:
From the given solution, we find that the height of the tallest person, Can, is 172 cm. So, the correct choice is:
$$ \boxed{172} $$