A sum of Rs.300 is divided among P, Q and R in such a way that Q gets Rs.30 more than P and R gets Rs.60 more than Q. Then, ratio of their shares is
Answers
Answered by
0
Answer:
Let the share of P = X
Then, Q's share = x + 30
and R's share = (x + 30) + 60 = x+90
Sum of money with P, Q and R=300
x+x+30+x+90=300
=> 3x+120 =300
x=300−1203=60
Required ratio = 60:(60 + 30):(60+90)
= 2 : 3 : 5
Answered by
2
Answer:
Sum=Rs 300
Let
P gets money = Rs. X
Then Q gets = Rs (X+30)
And R gets = Rs ( X+30+60)
A. T. Q Condition-
X+X+30+X+30+60=300
3X+120=300
3X=300-120
3X=180
X=180/3
X=60
Hence
P gets money =Rs X =Rs 60
Q gets money = Rs(30+60)=Rs 90
R gets money =Rs(30+60+60)=Rs 150
Thus their ratio will be
P:Q:R=60:90:150
P:Q:R=2:3:5 ( divide by 30)
Answer
Similar questions