Mr kashiv sold out his old chair at a loss of 15 % . If he had sold it for Rs 800 more , he would have received a profit of 5%. Find the cost price of the table.
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Let cost price of chair be = C.P. = Rs. x
and selling price = S. P. = Rs. y
Given case 1: loss = 15%
⇒ loss = C.P - S.P = x-y
loss% = loss/C.P x 100 = x-y /x = 15/100 ⇒ x-y = 15x /100
⇒ y = 85x/100 ............(1)
case 2 : profit 5%
C.P. = Rs . x , S.P. = y + 800
profit = y + 800 - x
profit% = profit / C.P. x 100 = y-x + 800 / x = 5/100
⇒ y-x+800 = 5x/100 ⇒ y + 800 = 105x/100
from (1) 85x/100 + 800 = 105x/100 ⇒ 20x/100 = 800
x = Rs. 4000 y =Rs. 3400
Hope my answer is correct.
and selling price = S. P. = Rs. y
Given case 1: loss = 15%
⇒ loss = C.P - S.P = x-y
loss% = loss/C.P x 100 = x-y /x = 15/100 ⇒ x-y = 15x /100
⇒ y = 85x/100 ............(1)
case 2 : profit 5%
C.P. = Rs . x , S.P. = y + 800
profit = y + 800 - x
profit% = profit / C.P. x 100 = y-x + 800 / x = 5/100
⇒ y-x+800 = 5x/100 ⇒ y + 800 = 105x/100
from (1) 85x/100 + 800 = 105x/100 ⇒ 20x/100 = 800
x = Rs. 4000 y =Rs. 3400
Hope my answer is correct.
Answered by
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the cost price of the table is 761.8
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