As per Fluid Mechanics the correct statement is the force exerted by the water on dam A is greater than that on dam B.
Although two dams are identical in flow but dam A extends twice the horizontal distance.
As per Fluid mechanics the concept of Laminar Flow the equation is represented as -
[tex]dF=\alpha \frac{kx}{y} \\\\F=\int\limits^a_b\alpha \frac{kx}{y} \\\\\\\\F=\int\limits^a_b \alpha \frac{kx}{y} \, dx -------[ limits]\\[/tex]
Bernoulli 's thesis states that extension creates more work to complete the task.
Mathematically , [tex]\\\\\\\\Work= FdX[/tex]
Work is directly proportional to force applied.
So Dam A having more extensions have more force.
To learn more about Laminar Flow-
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