The wetted area of a most economical trapezoidal section is 21.58m2, base width of 5m and side slope of 1H:3V. Calculate the maximum discharge through the channel if the C=60 and S0=1/500.

The wetted area of a most economical trapezoidal section is 21.58m2, b

1.	The wetted area of a most economical trapezoidal section is 21.58m², base width of 5m and side slope of 1H:3V. Calculate the maximum discharge through the channel if the C=60 and S₀=1/500.
A.	56.32 m<sup>3</sup>/ s
B.	66.32 m<sup>3</sup>/ s
C.	76.32 m<sup>3</sup>/ s
D.	86.32 m<sup>3</sup>/ s
Answer» D. 86.32 m<sup>3</sup>/ s

Discussion

No Comment Found

Related MCQs

If the side slope angle in a trapezoidal section is 45° and it discharges to the maximize extent, calculate the top width of the channel section. Given: y = 4m
The maximum discharge through the trapezoidal channel is 20 m3/s and the velocity of flow is 5 m/s. Calculate the base width of the channel if the side slope is 1H:4V.
Calculate the maximum discharge through a trapezoidal channel if the wetted perimeter is 6.24m, side slope of 1H:2V and base width of 4m. Given: C=55 and S0=1/1500.
The wetted perimeter of the most economical trapezoidal section is 7.47m, the base width is 3m and has the side slope of 1H:2V.
Calculate the depth of the most economical trapezoidal channel section having wetted area equal to 50m2 and the side slope of 1H:5V.
The wetted area of a most economical trapezoidal section is 21.58m2, base width of 5m and side slope of 1H:3V. Calculate the maximum discharge through the channel if the C=60 and S0=1/500.
THE_WETTED_PERIMETER_OF_THE_MOST_ECONOMICAL_TRAPEZOIDAL_SECTION_IS_7.47M,_THE_BASE_WIDTH_IS_3M_AND_HAS_THE_SIDE_SLOPE_OF_1H:2V.?$
The maximum discharge through the trapezoidal channel is 20 m<sup>3</sup>/s and the velocity of flow is 5 m/s. Calculate the base width of the channel if the side slope is 1H:4V.$
Calculate the maximum discharge through a trapezoidal channel if the wetted perimeter is 6.24m, side slope of 1H:2V and base width of 4m. Given: C=55 and S<sub>0</sub>=1/1500.$
If the side slope angle in a trapezoidal section is 45¬¨¬®‚Äö√†√ª and it discharges to the maximize extent, calculate the top width of the channel section. Given: y = 4m$

The wetted area of a most economical trapezoidal section is 21.58m2, base width of 5m and side slope of 1H:3V. Calculate the maximum discharge through the channel if the C=60 and S0=1/500.

Discussion

No Comment Found

Related MCQs

Reply to Comment

The wetted area of a most economical trapezoidal section is 21.58m², base width of 5m and side slope of 1H:3V. Calculate the maximum discharge through the channel if the C=60 and S₀=1/500.