A constant stream of water of ( Q=2.0 mathrm{~m}^{3} / mathrm{s} ) flows along a long trapezoidal channel with a base width ( W=1.3 mathrm{~m} ) and side slopes with angle ( theta=52 ) (see the sketch below). If the slope of the channel is ( S=0.0015 ) and the flow depth ( d= ) ( 0.9 mathrm{~m} ) is uniform, what is the value of

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A constant stream of water of  ( Q=2.0  mathrm{~m}^{3} /  mathrm{s}  ) flows along a long trapezoidal channel with a base width  ( W=1.3  mathrm{~m}  ) and side slopes with angle  (  theta=52  ) (see the sketch below). If the slope of the channel is  ( S=0.0015  ) and the flow depth  ( d=  )  ( 0.9  mathrm{~m}  ) is uniform, what is the value of Manning's  ( n  ) ?

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(Solved): A constant stream of water of \( Q=2.0 \mathrm{~m}^{3} / \mathrm{s} \) flows along a long trapezoi ...

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