A man buys a box of fruits containing 286 fruits. Out of these, 1/2 of the fruits are apples and rest are pears. 4/13 of the pears are rotten. He sells the good pears at Rs 4 each. How much money does he receive on selling good pears?
Answers
Answer: ₹ 396
Step-by-step explanation:
We have,
1) Total no. of fruits =286.
Fruits consists of apples and pears. Since, 1/2 of the fruits are apples.
Remaining 1/2 must be pears .
So, 1/2 of 246 are pears.
=> 1/2 *246= 143 pears.
2) Now, we have given that
4/13 of pears are rotten.
=> (1-4/13) of pears are good.
=> 9/13 of pears are good
=> 9/13 *143 = 99 pears are good.
3) Price of 1 good pear = 4
Price of 99 good pear = 99*4 = ₹396
Hence, Required Price =₹396
Answer:
Rupees Needed: ₹396
Step-by-step explanation:
We have,
Total no. of fruits =286.
Fruits consists of apples and pears. Since, 1/2 of the fruits are apples.
Remaining 1/2 must be pears.
So, 1/2 of 246 are pears.
=> 1/2 *246= 143 pears.
Now, we have given that
4/13 of pears are rotten.
=> (1-4/13) of pears are good.
=> 9/13 of pears are good
=> 9/13 *143 = 99 pears are good.
Price of 1 good pear = 4
Price of 99 good pear
= 99*4 = 396
Hence, Required Price = ₹396.
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