Fluids

Entropy generally increases because higher temperatures result in increased molecular randomness.

Entropy first decreases, then increases since temperature has varying effects on molecular activity depending on the substance.

Entropy generally decreases because molecules lose kinetic energy at higher temperatures.

Entropy remains unchanged since temperature change does not affect molecular order.

INNCROREACT FOUR NO CHANGE OCCUR BECAUSE EACH INDIVIDUAL HOLE CONTROLS ITS OWN FLOW RATE AND ADDITIONAL HOLES DO NOT ALTER PRESSURE CONDITIONS AT BASE OF CONTAINER NOR IMPACT ON NET DISCHARGES OBSERVED WHEN ALL FACTORS HELD EQUAL EXCEPT NUMBER OPENINGS INVOLVED.

INCCORECTTIVE THREE TANK WITH MORE HOLES WILL ACTUALLY RETAIN WATER LONGER SINCE STRUCTURAL INTEGRITY IS COMPROMISED REDUCING OVERALL RIGIDITY THUS SLOWING DRAINAGE PROCESS.

Time taken halves because twice as many holes allow twice volume per time unit draining resulting from equations governing efflux speeds particularly Torricelli's Law which establishes direct relation between number holes present drain rate.

INCCORECTED IN CORRECTORAL ANSWER CREATION PREDICTABLE FROM SINGLE HOLE PROPERTIES ALONE SUCH AS DIAMETER OR DEPTH ABOVE ENTRY POINT WITHOUT REGARD TO AGGREGATE EFFECTS OF MULTIPLE OUTLETS THROUGH WHICH FLUID CAN ESCAPE SYSTEM.

Calibration of force sensors prior to each set of measurements and after any adjustments are made to equipment settings or positions.

Substituting another liquid with similar properties but lower density than water as it may produce more noticeable results quickly due its reduced inertia effects on immersed shapes.

Increasing fluid velocity so that drag forces become more pronounced and easier to detect against background noise.

Using shapes with more surface area so as to amplify any effects resulting from drag forces within the fluid medium.

Hertz (Hz)

Kilogram (kg)

Cubic meter (m³)

Meter per second squared (m/s²)

Decrease kinetic energy due gravitational pull slowing fluids motion

Increase in fluid speed due misconduct decrease inner energy dissipation from turbulence

No change total mechanical energy conserved despite different types flows

Increase Increased potential energy resulting height difference between regions

The same increase in pressure occurs everywhere else within the contained liquid.

Only the region around the application point experiences increased pressure.

Pressure becomes zero at the bottom containment surface.

The pressure decreases proportionally with distance from the applied point.

Pressure (P).

Speed (v).

Velocity (v).

Mass flow rate ($\rho A v$).

The internal energy increases due to work done on the system.

The internal energy remains constant.

The internal energy decreases as heat is transferred out of the system.

The internal energy increases due to an increase in temperature.

It initially increases then decreases.

It decreases.

It remains constant.

It increases.

The viscosity of the fluid doubles.

The temperature rises significantly.

The pressure increases.

The pressure decreases.