Answer:
small box = 6kg
large box = 18.5kg
Explanation:
8 large + 3 small = 166kg
2 large + 5 small = 67kg
Our equations are:

Multiply by -4 the second equation to make l eliminable.

Now add both equations.

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
Solve for s;

Now replace the value of s in any of your main equations to find l.

Now replace both l and s in the equations to find if they're the real values that satisfy the equation.


Therefore we can conclude that these are the real values that satisfy the equations.