Math, asked by reehanshakirshaikh22, 3 months ago

 A farmer buys a plot of agricultural land for ₹ 4, 50,000. He sells one-third at a loss of 15% and two-fifth at a gain of 20%. At what price must he sell the remaining land, so as to make an overall profit of 10%? please answer quick ​

Answers

Answered by ankitkumar2520
9

Answer:

Answer is 151500

Step-by-step explanation:

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Answered by RvChaudharY50
4

Given :- A farmer buys a plot of agricultural land for ₹ 4, 50,000. He sells one-third at a loss of 15% and two-fifth at a gain of 20%. At what price must he sell the remaining land, so as to make an overall profit of 10%? please answer quick .

Answer :-

(1/3) at a loss of 15%

so,

→ SP = (1/3) * 450000 * (85/100) = Rs.127500

and,

(2/5) th at a gain of 20% .

so,

→ SP = (2/5) * 450000 * (120/100) = Rs.216000 .

now, given that, overall gain = 10%

so,

→ total SP = (450000 * 110)/100 = Rs.495000

hence,

→ He must sell remaining land at = 495000 - (216000 + 127500) = Rs.151,500 (Ans.)

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