a reduction of 20 percent in the price of sugar enables Mrs Jones to buy an extra 5 kg of it for Rs 320. Find:
1. The original rate
2. the reduced rate per kg
Answers
Answered by
12
1st answer is 80
2nd answer is 16
2nd answer is 16
salaishrwat:
buf how you did it
Answered by
16
It is based on inverse proportion or product constancy concept. Reduction in price 20% amount of sugar will increase 25%.
It means,
25% = 6 Kg. So,
Initially, total Sugar = 6*4 = 24Kg. Thus,
Original price of the sugar was,
240/24 = Rs. 10 per kg.
Note:
Let initial price of 100 kg Sugar was Rs. 100.
Now, 20% decrease in rate then rate of 100 kg sugar would be Rs. 80.
So,
Rs. 80 = 100 kg sugar.
Rs. 1 = 100/80 kg sugar.
Rs. 100 = (100 *100)/80 = 125 Kg sugar.
Increment in sugar = 25 kg.
% increment = (25*100)/100 = 25%.
Means 20% rate decrease, 25% of consumption increase.
It means,
25% = 6 Kg. So,
Initially, total Sugar = 6*4 = 24Kg. Thus,
Original price of the sugar was,
240/24 = Rs. 10 per kg.
Note:
Let initial price of 100 kg Sugar was Rs. 100.
Now, 20% decrease in rate then rate of 100 kg sugar would be Rs. 80.
So,
Rs. 80 = 100 kg sugar.
Rs. 1 = 100/80 kg sugar.
Rs. 100 = (100 *100)/80 = 125 Kg sugar.
Increment in sugar = 25 kg.
% increment = (25*100)/100 = 25%.
Means 20% rate decrease, 25% of consumption increase.
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