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With a given amount X .. Mr. Y can buy
20 E
or
12 S
or
5 P
If he purchased an equal number of E and S and P with an amount Z ..
and given that Z = 3X
Find the number of Ps bought by him?
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SUGGESTED SOLUTIONS
ADURO SOLUTION
LET X =100
PRICE OF E/S/P - 5/8.33/20
PRICE OF E+S+P= 33.33
NUMBER OF SETS FOR X(100 ) = 100/33.33 =3
NUMBER OF SETS FOR 3X (300 ) = 3X3 = 9
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#1
https://www.facebook.com/anwesha.banerjee.5?fref=ts
ANWESHA BANERJEE
Price ratio of P:S:E=12:5:3.
Consider X=60=>Z=180=>Total share of P=108. Number of P=108/12=9
#2
One can think of an analogous problem in Time work Domain:
P, S, E can finish a job in 5, 12, 20 days respectively. They are assigned to complete a work together which thrice as large as the previous one. In how many days the work will get completed if each one works with the same efficiency.
#3
PRATEEK GUPTA
https://www.facebook.com/prateek.cuteguy?fref=ts
Treat the first set of equations as amount of work done and time taken by each person respectively to complete the task
In the next set of equations, they all work together to complete a task working equal no.of days
We have to find that "equal" no .of days
#RAVISH IYER ???
https://www.facebook.com/ravish.iyer?fref=ts
3.........Amount 60... cost of each is 9,15,36 and total amount = 60..3x = 180...So he can buy 3 sets of the items = SO 9 p
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