Answer:
Δ = 0.59 m towards shore
Explanation:
Given:
m r = 85.0 kg , m j = 47.0 kg , m b = 83.0 kg , L = 2.70 m
X'cm = X cm
mj xj + mb xb + mr xr / mj + mb +mr
L (mb / 2 +mr) = mj (L/2 - Δ + L/2) + mb ( L/2 - Δ) + mr ( L/2 - Δ + L/2)
Δ (mj + mb +mr) = L (mj +mb/2 + mr) - L (mb/2 +mr)
Δ = L * mj / (mj +mb + mr)
Replacing numeric
Δ = 2.70 m * [ 47.0 kg / ( 47.0 + 83.0 + 85.0 )]
Δ = 0.59 m towards shore