2. A water reservoir as shown in Figure 2 has the width of x = 100...
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2. A water reservoir as shown in Figure 2 has the width of x = 100 m, length of y = ABC m, and the depth of the reservoir is given by z = 50 m. (ABC is the last 3 digits of your new matric number). The density of the water can be approximated by p(z) = a - b x z where a = 998 kg m-3 and b = 0.05 kg m-¹ i.e. at the surface (z = 0) the water has density 998 kg m-³ (corresponding to a temperature of 20 °C while 50 m down i.e. z = -40, the water has a density of 1000 kg m-³ (corresponding to the lower temperature of 4 °C. (i) Find the total mass of water in the reservoir. Estimate the total work is needed to empty the water reservoir? X 100, N -(y/10-40) (ABC) Figure 2 A reservoirs partially filled with wate 2. A water reservoir as shown in Figure 2 has the width of x = 100 m, length of y = ABC m, and the depth of the reservoir is given by z = 50 m. (ABC is the last 3 digits of your new matric number). The density of the water can be approximated by p(z) = a - b x z where a = 998 kg m-3 and b = 0.05 kg m-¹ i.e. at the surface (z = 0) the water has density 998 kg m-³ (corresponding to a temperature of 20 °C while 50 m down i.e. z = -40, the water has a density of 1000 kg m-³ (corresponding to the lower temperature of 4 °C. (i) Find the total mass of water in the reservoir. Estimate the total work is needed to empty the water reservoir? X 100, N -(y/10-40) (ABC) Figure 2 A reservoirs partially filled with wate 2. A water reservoir as shown in Figure 2 has the width of x = 100 m, length of y = ABC m, and the depth of the reservoir is given by z = 50 m. (ABC is the last 3 digits of your new matric number). The density of the water can be approximated by p(z) = a - b x z where a = 998 kg m-3 and b = 0.05 kg m-¹ i.e. at the surface (z = 0) the water has density 998 kg m-³ (corresponding to a temperature of 20 °C while 50 m down i.e. z = -40, the water has a density of 1000 kg m-³ (corresponding to the lower temperature of 4 °C. (i) Find the total mass of water in the reservoir. Estimate the total work is needed to empty the water reservoir? X 100, N -(y/10-40) (ABC) Figure 2 A reservoirs partially filled with wate
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Related Book For
Fundamentals Of Hydraulic Engineering Systems
ISBN: 978-0136016380
4th Edition
Authors: Robert J. Houghtalen, A. Osman H. Akan, Ned H. C. Hwang
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