The outlet velocity will be 14th of the inlet velocity to co


The outlet velocity will be 1/4^th of the inlet velocity to conserve kinetic energy according to Bernouli\'s equation. The outlet velocity will be twice the inlet velocity mass must be conserved The velocity will increase but we can\'t tell how much with the information given The velocity will decrease but we can\'t tell how much with the information given The plunger on the springe below is rapidly pressed which causes the liquid to come out of the at point (B) as seen in the figure. Rank points A-D in order of highest to lowest kinetic energy, if equal kinetic energies are encountered, place an equal sign between them. e.g. (h > j > k = m > p would be an appropriate form) Answer:

Solution

d>a>b>c

 The outlet velocity will be 1/4^th of the inlet velocity to conserve kinetic energy according to Bernouli\'s equation. The outlet velocity will be twice the in

Get Help Now

Submit a Take Down Notice

Tutor
Tutor: Dr Jack
Most rated tutor on our site