Math made simple

[Old Tiger]

http://www.detronizator.org/wp-content/uploads/2006/09/find_x_lol.jpg

[kepdawg]

Originally posted by Go Blue
http://www.detronizator.org/wp-content/uploads/2006/09/find_x_lol.jpg

They could have at least made it something hard!

[BIG BLUE DEFENSIVE END]

This one is better:

http://www.funnyexamanswers.com/img/usecalctoproofofbatmanis.jpg

Who knew that through the use of proper intergration techniques you could find out the true identies of the current superheroes who try to hide themselves in plain sight in our society?

[zebrablue2]

took go blue all afternoon to figure out he was not playing tic-tac-toe... good job blue... LOL...

[lakers]

x=5 cm

[CenTexSports]

you only get partial credit for not showing your work.

[Adidas410s]

Originally posted by CenTexSports
you only get partial credit for not showing your work.
(3x3) + (4x4) = 25...square root of 25 is 5! :nerd:

[waterboy]

Originally posted by Adidas410s
(3x3) + (4x4) = 25...square root of 25 is 5! :nerd:
:mad: You beat me to it!:D

Give us a harder one, now!:nerd:

[nobogey72]

Originally posted by Go Blue
http://www.detronizator.org/wp-content/uploads/2006/09/find_x_lol.jpg

As bad as a hate to admit it, Go Blue, that was pretty stinkin funny. (for a reg. III poster) :D :D

[DU_stud04]

Originally posted by waterboy
:mad: You beat me to it!:D

Give us a harder one, now!:nerd: here ya go... just for you

Consider a liquid ( of density ρ ) in laminar flow down an inclined flat plate of length L and width W. The fluid flows as a falling film with negligible rippling under the influence of gravity. End effects may be neglected because L and W are large compared to the film thickness δ.

http://www.syvum.com/cgi/online/serve.cgi/eng/fluid/fluid204.gif
Figure. Fluid flow in a falling film.

a) Determine the steady-state velocity distribution for a non-Newtonian fluid that obeys the power law model (e.g., a polymer liquid). Reduce the result to the Newtonian case.

b) Obtain the mass flow rate for a power law fluid. Simplify for a Newtonian fluid.

c) What is the force exerted by the fluid on the plate in the flow direction?

:nerd:

[Old Tiger]

nm

[RMAC]

Originally posted by DU_stud04
here ya go... just for you

Consider a liquid ( of density ρ ) in laminar flow down an inclined flat plate of length L and width W. The fluid flows as a falling film with negligible rippling under the influence of gravity. End effects may be neglected because L and W are large compared to the film thickness δ.

http://www.syvum.com/cgi/online/serve.cgi/eng/fluid/fluid204.gif
Figure. Fluid flow in a falling film.

a) Determine the steady-state velocity distribution for a non-Newtonian fluid that obeys the power law model (e.g., a polymer liquid). Reduce the result to the Newtonian case.

b) Obtain the mass flow rate for a power law fluid. Simplify for a Newtonian fluid.

c) What is the force exerted by the fluid on the plate in the flow direction?

:nerd:

What is the coefficient of friction for surfaces though? Not taking mechanics of fluids until next semester, but for part c, all you do is sum the moments.:D

[DU_stud04]

Originally posted by RMAC
What is the coefficient of friction for surfaces though? Not taking mechanics of fluids until next semester, but for part c, all you do is sum the moments.:D good luck, i had to take that stupid class 3 times :( i still have nightmares.

[eppy 12]

Originally posted by Go Blue
http://www.detronizator.org/wp-content/uploads/2006/09/find_x_lol.jpg http://i97.photobucket.com/albums/l239/eppy12/laughing1.gif

[Cats Fan]

Originally posted by Adidas410s
(3x3) + (4x4) = 25...square root of 25 is 5! :nerd:

cant believe you actually had to work that out......Rule of 345 is what im talking about!

[Blitzkrieg]

Originally posted by Go Blue
http://www.detronizator.org/wp-content/uploads/2006/09/find_x_lol.jpg
lol, i can imagine a person using this on a test.

[STANG RED]

Originally posted by DU_stud04
here ya go... just for you

Consider a liquid ( of density ρ ) in laminar flow down an inclined flat plate of length L and width W. The fluid flows as a falling film with negligible rippling under the influence of gravity. End effects may be neglected because L and W are large compared to the film thickness δ.

http://www.syvum.com/cgi/online/serve.cgi/eng/fluid/fluid204.gif
Figure. Fluid flow in a falling film.

a) Determine the steady-state velocity distribution for a non-Newtonian fluid that obeys the power law model (e.g., a polymer liquid). Reduce the result to the Newtonian case.

b) Obtain the mass flow rate for a power law fluid. Simplify for a Newtonian fluid.

c) What is the force exerted by the fluid on the plate in the flow direction?

:nerd:

LOL, I love how the figure shows the direction of gravity is down.
:vrycnfsd: Whoda thunk it?:D

[garciap77]

Originally posted by g$$
...

3rd time for him to be arrested btw...
(drugs, trespassing, & bwi = same as dwi in Texas)
Another math made simple problem!:thinking: :thinking: :D