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The flow rate of water from a tap of diameter 1.25 cm is 0.48 L... | Filo

The flow rate of water from a tap of diameter 1.25 cm is 0.48 L... | Filo

2022年10月4日

a) The flow rate of water from a tap of diameter 1.25 cm is L/m... | Filo

a) The flow rate of water from a tap of diameter 1.25 cm is L/m... | Filo

已浏览 5299 次11 个月之前

Water flows out from a tap at a rate of 20ml per second. 180ml ... | Filo

Water flows out from a tap at a rate of 20ml per second. 180ml ... | Filo

10 个月之前

Determine the ratio of the flow rate through capillary tubes A and B (that is, QA / QB ) . The length of A is twice that of B , and the radius of A is one-half that of B . The pressure across both tubes is the same. | Numerade

Determine the ratio of the flow rate through capillary tubes A and B (that is, QA / QB ) . The length of A is twice that of B , and the radius of A is one-half that of B . The pressure across both tubes is the same. | Numerade

2019年11月11日

A formula to estimate the volume rate of flow, Q, flowing over a dam of length, B, is given by the equation Q=3.09 B H^3 / 2 where H is the depth of the water above the top of the dam (called the head). This formula gives Q in ft^3 / s when B and H are in feet. Is the constant, 3.09, dimensionless? Would this equation be valid if units other than feet and seconds were used? | Numerade

A formula to estimate the volume rate of flow, Q, flowing over a dam of length, B, is given by the equation Q=3.09 B H^3 / 2 where H is the depth of the water above the top of the dam (called the head). This formula gives Q in ft^3 / s when B and H are in feet. Is the constant, 3.09, dimensionless? Would this equation be valid if units other than feet and seconds were used? | Numerade

2020年6月11日

1. Flow rate of water through a pipe is reported as 15 cubic fe... | Filo

1. Flow rate of water through a pipe is reported as 15 cubic fe... | Filo

已浏览 10 次3 个月之前

1.17 A formula to estimate the volume rate of flow, Q, flowing over a dam of length, B, is given by the equation Q=3.09 B H^3 / 2 where H is the depth of the water above the top of the dam (called the head). This formula gives Q in ft^3 / s when B and H are in feet. Is the constant, 3.09, dimensionless? Would this equation be valid if units other than feet and seconds were used? | Numerade

1.17 A formula to estimate the volume rate of flow, Q, flowing over a dam of length, B, is given by the equation Q=3.09 B H^3 / 2 where H is the depth of the water above the top of the dam (called the head). This formula gives Q in ft^3 / s when B and H are in feet. Is the constant, 3.09, dimensionless? Would this equation be valid if units other than feet and seconds were used? | Numerade

2020年6月11日

SOLVED: The table below shows the rate of water flow w(t) through a pipe; in gallons per hour from 0 < t < 12 hours Estimate the total amount of water that flowed through the pipe, in gallons, for the 12-hour period by using a mid-point Riemann Sum with three sub- intervals:(hours) w(t) (gals /hr)1215121810166 gallons180 gallons360 gallonsD: 118 gallons

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