A man purchased some fruits for rs. 1000. He sold fruits worth 400 at 10% profit. At what profit per cent, must he sell the rest in order to gain 20% on the whole?
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Answered by
3
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Here's your Answer.....
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Given;
The man purchased fruits for Rs. 1000.
And sold fruits worth Rs. 400 at 10% profit or Rs. 440.
left is fruits worth Rs. 600.
To get an overall profit of 20% he has to sell the fruit at 120% of Rs. 1000/- or Rs. 1200/-
So since he's already made Rs. 440/-, he needs to sell the rest of the fruit at Rs. 1200 - 440 or 760.
So, the profit percentage he needs to make for the second lot is :
100 × (760 - 600 )/600 = 26.67%.
✔✔✔
Here's your Answer.....
⤵️⤵️⤵️⤵️⤵️⤵️
Given;
The man purchased fruits for Rs. 1000.
And sold fruits worth Rs. 400 at 10% profit or Rs. 440.
left is fruits worth Rs. 600.
To get an overall profit of 20% he has to sell the fruit at 120% of Rs. 1000/- or Rs. 1200/-
So since he's already made Rs. 440/-, he needs to sell the rest of the fruit at Rs. 1200 - 440 or 760.
So, the profit percentage he needs to make for the second lot is :
100 × (760 - 600 )/600 = 26.67%.
✔✔✔
Answered by
5
A man purchased some fruits for rs 1000.he sold fruits worth rs 400 at 10% profit .at what profit percent must he sell the rest in order to get 20% in the whole?
Answer
The man purchased fruits for Rs. 1000/-
And sold fruits worth Rs. 4oo at 10% profit or Rs. 440 /-
What he has left is fruits worth Rs. 600/-
To get an overall profit of 20% he has to sell the fruit at 120% of Rs. 1000/- or Rs. 1200/-
So since he's already made Rs. 440/-, he needs to sell the rest of the fruit at Rs. 1200 - 440 or 760.
So the profit percentage he needs to make for the second lot is :
100 * (760 - 600 )/600 = 26.67%
Answer
The man purchased fruits for Rs. 1000/-
And sold fruits worth Rs. 4oo at 10% profit or Rs. 440 /-
What he has left is fruits worth Rs. 600/-
To get an overall profit of 20% he has to sell the fruit at 120% of Rs. 1000/- or Rs. 1200/-
So since he's already made Rs. 440/-, he needs to sell the rest of the fruit at Rs. 1200 - 440 or 760.
So the profit percentage he needs to make for the second lot is :
100 * (760 - 600 )/600 = 26.67%
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