Bernoulli's Principle relates fluid speed and pressure. According to this principle, as the fluid speed increases, what happens to the pressure?

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Multiple Choice

Bernoulli's Principle relates fluid speed and pressure. According to this principle, as the fluid speed increases, what happens to the pressure?

Explanation:
When a fluid speeds up along a streamline, the static pressure drops. This follows from Bernoulli’s idea that, for steady, incompressible flow in a horizontal path, the sum P + ½ρv² stays constant. If the speed v increases, the kinetic energy term ½ρv² grows, so the static pressure P must decrease to keep the total constant. That’s why you see lower pressure in fast-flow regions, such as air moving quickly over the top surface of a wing or through a constricted pipe. So, as speed increases, the pressure decreases.

When a fluid speeds up along a streamline, the static pressure drops. This follows from Bernoulli’s idea that, for steady, incompressible flow in a horizontal path, the sum P + ½ρv² stays constant. If the speed v increases, the kinetic energy term ½ρv² grows, so the static pressure P must decrease to keep the total constant. That’s why you see lower pressure in fast-flow regions, such as air moving quickly over the top surface of a wing or through a constricted pipe. So, as speed increases, the pressure decreases.

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