# Mechanics of Fluids MCQs Quiz Online pdf eBooks Download

Learn mechanics of fluids MCQs, online A level physics MCQ for test prep. Mechanics and properties of matter quiz has multiple choice questions (MCQ), mechanics of fluids quiz questions and answers as bernoulli's principle states that, for streamline motion of an incompressible non-viscous fluid:, answer key help with choices as pressure at any part + kinetic energy per unit volume = constant, kinetic energy per unit volume + potential energy per unit volume = constant, pressure at any part + potential energy per unit volume = constant and pressure at any part + kinetic energy per unit volume + potential energy per unit volume = constant problem solving for viva, competitive exam preparation, interview questions. Free study guide is to practice mechanics of fluids quiz online with MCQs to practice test questions with answers.

## MCQs on Mechanics of Fluids Quiz pdf Download

MCQ. Bernoulli's principle states that, for streamline motion of an incompressible non-viscous fluid:

- pressure at any part + kinetic energy per unit volume = constant
- kinetic energy per unit volume + potential energy per unit volume = constant
- pressure at any part + potential energy per unit volume = constant
- pressure at any part + kinetic energy per unit volume + potential energy per unit volume = constant

D

MCQ. Density of air is

- 1⁄8 of water
- 1⁄7 of water
- 1⁄45 of water
- 1⁄800 of water

D

MCQ. 1 torr is equal to

- 1 N⁄m²
- 1 mm Hg
- 1 bar
- All of above

B

MCQ. "Upthrust = Weight of liquid displaced" is known as

- Bernoulli's Principle
- Archimedes' Principle
- Pascal's Law
- Coulomb's law

B

MCQ. Bernoulli's principle shows that, at points in a moving fluid where potential energy change is very small

- pressure is low where velocity is low and similarly, pressure is high where velocity is high
- pressure is low where velocity is high and conversely, pressure is high where velocity is low
- pressure becomes independent of velocity of moving fluid
- pressure remain independent of speed of stationary fluid

B