David and Almudena have between the two 225 euros. Calculate how much money each has if Almudena has 75 euros more than David.
For this case we propose a system of equations:
x: Let the variable that represents Almudena's amount of money
y: Let the variable that represents David's amount of money
According to the statement we have:

Substituting the second equation into the first:

We find the value of the variable x:

Almudena has 150 euros
David has 75 euros
Answer:
Almudena has 150 euros
David has 75 euros
21=1/2h(2+5)
21=1/2h+7
21
-7
14=1/2h
14 divided by 1/2 equals 28
h=28
5km = 5000 meters
450m+800m= 1250m
5000m-1250m= 3,750m
3 3/4 km