Mixed fruit juice is sold by mixing
two kinds of juices.
one of Rs 110 per kg and another of Rs 124 per kg such
that after selling it at Rs. 150 per kg there is a gain of
25%. What should be the ratio in which the juices are
mixed respectively?
Answers
Answer:
13:20
Step-by-step explanation:
one of Rs 110 per kg and another of Rs 124 per kg such that both are mixed , selling it at Rs. 150 per kg,
110 124
- -
150
= =
26 40
26 : 40
13 : 20
The value of ratio of two kinds of juices are mixed is 2:5.
Step-by-step explanation:
Given:
One kind of juice cost is Rs.110 per kg.
Another kind of juice cost is Rs.124 per kg.
After selling the resultant mixed juice at Rs. 150 per kg there is a gain of 25%.
To Find:
The value of ratio of two kinds of juices .
Formula Used:
Quantity of one kind of juice/ Quantity of another kind of juice =( Cost Price of another kind of juice - Cost Price of mixed juice )/ (Cost Price of mixed juice – Cost Price of one kind of juice ) ---------------- formula no.01
The above is as per rule of of allegation.
Solution:
As given- one kind of juice cost is Rs.110 per kg.
Cost of 1 kg one kind of juice = Rs.110.
As given - Another kind of juice cost Rs.124 per kg.
Cost of 1 kg another kind of juice = Rs.124.
As given - After selling the resultant mixed juice at Rs. 150 per kg there is a gain of 25%.
Selling Price Cost Price
Rs.125 Rs. 100
Rs. 1
Rs.150
Cost Price of 1 kg resultant mixed juice = Rs.120.
Applying formula no.01.
Quantity of one kind of juice : Quantity of another kind of juice =2:5.
Thus, the value of ratio of two kinds of juices are mixed is 2:5.