In the previous post of time and work shortcut trick type-1, we are given a question in which
workers and hours and days of work are considered. But work is given same in
that question. So what if work is also
considered in that type of question. Means work quantity is reduced or
increased and we have to calculate what will be the work then with different
workers, days of work and hours of work. I will explain it with example given
below:

Q:- if 35 workers can build a 49 mts. wall working for 3
days daily. Then how much length of wall can 20 workers construct in 6 days
working daily?

Now in this question,
we have to find out the quantity of work that can be done with different number
of workers and different time. So the formula given in the previous post is
modified a little for this type of question. The rule that this type of
question will follow is given below:

If m1 workers does a w1 work working for d1 days , t1 hours
daily and m2 workers can do w2 work working for d2 days, t2 hours daily, then

m1d1t1/w1=
m2d2t2/w2

now in the given question

m1=35 workers, d1=3 days, w1= 49 mts.

m2= 20 workers, d2=6 days, w2= ?

since t1 and t2 is not given, so we cancel it from the
formula. So our formula becomes

m1d1/w1=
m2d2/w2

(35*3)/49=
(20*6)/w2

Or w2= (120*49)/105

Or w2= 56
mts.

So 20 workers working for 6 days will construct a wall which
is 56 mts. Long. So the question becomes quite easy with the application of
direct shortcut trick formula.

Do you want to know the Time and Distance Problems Shortcut Trick. click here to know.

Do you want to know the Time and Distance Problems Shortcut Trick. click here to know.

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