A man sold a cooler for ₹4500 at a loss of 25%.For what amount should he sell the cooler to gain 25%?
Answers
Answer:
When a plot is sold for Rs. 18,700, the owner loses 15%. At what price must that plot be sold in order to gain 15%?
Ans Let us first find out the c.p of the plot
Let c.p = 100
Loss =15%
s.p = 100 - 15 = 85/
Applying unitary method
If s.p is 85 than c.p is =100
If s.p is 1 than c.p is = 100/85
If s.p is 18700 than c. p = (100/85) ×18700 = 22000/-
Now he wants gain of 15% on 22000
15%of 22000 = (15/100) × 22000 = 3300/-
Therefore he must sell the plot at
= 22000 + 3300 = Rs 25300/- Ans
Step-by-step explanation:
Answer:
Step-by-step explanation:
Let c.p = 100
Loss =15%
s.p = 100 - 15 = 85/
Applying unitary method
If s.p is 85 than c.p is =100
If s.p is 1 than c.p is = 100/85
If s.p is 18700 than c. p = (100/85) ×18700 = 22000/-
Now he wants gain of 15% on 22000
15%of 22000 = (15/100) × 22000 = 3300/-
Therefore he must sell the plot at
= 22000 + 3300 = Rs 25300/- Ans