Calculating Power Generated at Hoover Dam

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Hoover Dam generates electricity by utilizing water from a depth of 150 meters with an average flow rate of 650 m^3/s. The power generated can be calculated using the formula for power, which involves the volume flow rate and energy per unit volume. Bernoulli's equation is referenced to understand the relationship between pressure, velocity, and height in the system. The discussion highlights the importance of understanding the variables involved, such as water density and gravitational force. Accurate calculations are crucial for determining the dam's power output effectively.
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Hoover Dam generates electricity with water taken from a depth of 150m and with an average flow rate of 650 m^3/s.​

Calculate the power in this flow. Note that the velocity and height of the water are not changed appreciably by the generators, and the pressure at the exit point is atmospheric level.

Hint: Power is given by volume flow rate times energy per unit volume.
 
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what have you done up till now ?

i am sure you know how to apply Bernouilli's law

regards
marlon
 
bernoulli's law
is that:
P + 1/2pv^2 + pgy

where little p is the density, g is the gravity, and y is the height? what is the big P?
 

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