Three partners X,Y, Z start the business. Y's capital has been four times Z's capital also twice X's capital has been equal to three time Y's capital. In case total profit has been Rs. 16500 at end of the year. Find out Y's share in it.
As per questions:
Y's capital has been four times Z's capital
Y=4Z ---(i)
twice X's capital has been equal to three time Y's capital
2X=3Y =>Y= 2X/3 ---(ii)
To get the ratio of X, Y, Z.
From (i) & (ii)
2X/3 = 4Z => Z=X/6
So X : Y : Z = X : 2X/3 : X/6 = 6 : 4 : 1
So, Y's share in Rs. 16500 = (4/11)*16500 =Rs. 6000
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A sum of 20706 is distributed amongst A, B and C. A gets 10/123 of what B and C got together and C gets 1/10 of what A and B got together, C's share is (approx)?
A+B+C=20706
A== 10/123 (B+C)
C=1/10 (A+B)
to find out C-
solve using the equation of C i.e C=1/10 (A+B)
=> A+B=10C
Substitute A+B=10C into the main equation i.e A+B+C=20706
Thus, 10C+C=20706
=> 11C=20706
=> C=1882.36 which is approximately 1882
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Raj and Ali invest in a business in the ratio 3:2. They give away 20% of their profit to charity and share the remaining profit in the same ratio as their invetsment. If Raj gets Rs. 2400, what is the total profit?
Let total profit be 100.
20% went for charity.
Remaining 80.
Raj share in 80 is =(80*3/5)=48
48 share in 100 profit
2400 share in ?(x)
x=(100*2400)/48
x=5000
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Ram has twice the amount of money that Shyam has. If Shyam gets Rs. 20, he will have Rs. 30 less than Ram. How much money does Ram have?
Lets assume amount of money Ram and Shyam be Rs. x and Rs. y respectively.
Given that Ram has twice the amount of money that Shaym has => x = 2y.
If Shyam gets Rs.20 then Shyam amount of money = y+20.
Then he will have Rs.30 less than Ram => x-30 = y+20
=> 2y -30 = y+20
=> y = Rs. 50;
=> x =2y = 2* 50 = Rs.100
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