The clockwise moment has to be equal to the anticlockwise moment in order for the seesaw to be balanced.
"Moment=Force \\times perpendicular \\hspace0.05cm \ndistance\\hspace0.05cm from\\hspace0.05cm the\\hspace0.05cm centre."
"\\therefore" The moment of the man = the moment of the boy
"force(man)= 800N \\\\\nforce(boy)= 200N\\\\\nPerpendicular\\hspace0.05cm dist.(man)= ?\\\\\nPerpendicular\\hspace0.05cmdist.(boy)= 3\\hspace0.05cmmetres\\\\"
"F_{m}\\times d_{m}=F_{b}\\times d_{b}\\\\\n800\\times d_{m}= 200\\times 3\\\\\nd_{m}= \\frac{800}{(200\\times 3)} metres \\\\\nd_{m}= 1.33\\hspace0.05cm metres"
The man would have to sit 1.333 metres away
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