Question

solve P = (L * S * Q^2)/D^5 for P where Pressure P = back pressure in kilopascals Length L = 264.2615996 meters Gas Density S = 1.135544434 kilograms/meter^3 Gas Flow Q = 5.663369322 meters^3/minute Pipe Diameter D = 101.6 millimeters

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Answer to a math question solve P = (L * S * Q^2)/D^5 for P where Pressure P = back pressure in kilopascals Length L = 264.2615996 meters Gas Density S = 1.135544434 kilograms/meter^3 Gas Flow Q = 5.663369322 meters^3/minute Pipe Diameter D = 101.6 millimeters

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Jayne

4.4

96 Answers

Given the formula:

P = \frac{L \cdot S \cdot Q^2}{D^5}

Substitute the given values:
Length,

L = 264.2615996

meters
Gas density,

S = 1.135544434

kilograms/meter

Gas flow,

Q = 5.663369322

meters

/minute
Pipe diameter,

D = 101.6

millimeters

= 0.1016

meters

Substitute these values into the formula:

P = \frac{264.2615996 \times 1.135544434 \times (5.663369322)^2}{(0.1016)^5}

P = \frac{264.2615996 \times 1.135544434 \times 32.06274866}{0.000001629}

P\approx889036\text{ kPa}

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solve P = (L * S * Q^2)/D^5 for P where Pressure P = back pressure in kilopascals Length L = 264.2615996 meters Gas Density S = 1.135544434 kilograms/meter^3 Gas Flow Q = 5.663369322 meters^3/minute Pipe Diameter D = 101.6 millimeters

Answer to a math question solve P = (L * S * Q^2)/D^5 for P where Pressure P = back pressure in kilopascals Length L = 264.2615996 meters Gas Density S = 1.135544434 kilograms/meter^3 Gas Flow Q = 5.663369322 meters^3/minute Pipe Diameter D = 101.6 millimeters

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