TIME AND WORK :
1. If A can finish work in X time and B can finish work in Y time
then both together can finish work in (X*Y)/ (X+Y) time.
2. If A can finish work in X time and A and B together can work in Y time
time then B can finish work in (XY)/(X-Y) time.
3. If A can finish work in X time and B in Y time and C in Z time
then they all working together will finish the work in
(XYZ)/ (XY +YZ +XZ) time
4 . If A can finish work in X time and B in Y time and A,B and C
together in Z time then :
C can finish work alone in (XYZ)/ (XY-ZX-ZY)
Similar can be done for A&B alone-
B+C can finish in (ZX)/(X-Z)
& A+ C can finish in (ZY)/(Y-Z)
Here is another shortcut
TYPE 1 : Price of a commodity is increased by 60 %. By how
much % should the consumption be reduced so that the
expense remain the same.
much % should the consumption be reduced so that the
expense remain the same.
TYPE 2 : Price of a commodity is decreased by 60 %. By how
much % can the consumption be increased so that the expense
remain the same.
much % can the consumption be increased so that the expense
remain the same.
Solution :
TYPE1 : (100* 60 ) / (100+60) = 37.5 %
TYPE 2 : (100* 60 ) / (100-60) = 150 %
More Tricks will be soon.......
TYPE1 : (100* 60 ) / (100+60) = 37.5 %
TYPE 2 : (100* 60 ) / (100-60) = 150 %
More Tricks will be soon.......
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