Friday, October 26, 2007

PIPES AND CISTERNS

PIPES AND CISTERNS

1.
t (A + B) = (tA * tB)/(tA + tB)

2.
tA = (tB * t (A + B))/(tB - t (A + B))

3.Time for filling , (Filling pipe is bigger in size.)

F = (e * f)/(e - f)

4.Time for emptying , (emptying pipe is bigger in size.)

E = (f * e)/(f - e)

5.
T(A + B + C)=L/[(L/tA) + (L/tB) + (L/tC)]

6.Pipes 'A' & 'B' can fill a tank in f1hrs & f2hrs respectively.Another pipe 'C' can empty the full tank in 'e'hrs.If the three pipes are opened simultaneously then the tank is filled in ,

F = L/[(L/f1) + (L/f2) - (L/e)]

7.Two taps 'A' & 'B' can fill a tank in 't1' & 't2' hrs respectively.Another pipe 'C' can empty the full tank in 'e'hrs.If the tank is full & all the three pipes are opened simultaneously . Then the tank will be emptied in,

E = L/[(L/e) - (L/f1) - (L/f2)]

8.A filling tap can fill a tank in 'f'hrs.But it takes 'e'hrs longer due to a leak at the bottom.The leak will empty the full tank in ,

E = [t(f * e) * tf]/[t(f + e) - tf]

9.Capacity of the tank is ,

F = (f * e)/(e - f)

10.
tc = [t(A + B) * t(A + B + C)]/[t(A + B) - t(A + B + C)]

11.
T = (xyz)/[(xz) + (yz) - (xy)]

6 comments:

Tutorials said...

sir,
we are happy to view your blog.
and one morething is we are not able to see shortcuts because they not visible correctly.so plz modify them.thankyou.

Arun Kumar said...

Could anyone tells - what does shortcut represent to what?
e-?
f-?
F-?
L-?
and so.....

$ @ |\/| |\/| Y said...

F- Total time
f- filling time
e- emptying time
L- L.C.M

samsonabhishek@gmail.com

$ @ |\/| |\/| Y said...

F- Total time
f- filling time
e- emptying time
L- L.C.M

samsonabhishek@gmail.com

Awesome said...

Little change in 8 th formula :)
thank u very much man :) Nice work :)
hey frs :)
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Unknown said...

can pls any 1 help me to know the website for seeing the examples of the
above shortcut