Question

A man bought two safa sets for Rs. 9000 each. He sold one at the profit of 20 % and another at the loss of 20 %. Find the overall Profit or loss. ​

Answer 1

Answer:

here cp means cost price is 9000 and here sp means selling price is greater then cp then profit is there

Step-by-step explanation:

Answer 2

Given :

$\sf \: A \: man \: bought \: two \: safa \: sets \: for \: Rs. 9000 \: each.$

$\sf \: He \: sold \: one \: at \: the \: profit \: of \: 20 \%$

$\sf \: And \: another \: at \: the \: loss \: of \: 20 \%$

Find :

$\sf \: We \: have \: to \: find \: the \: overall \: Profit \: or \: loss.$

So, Let's Start :

$\sf \: CP \: of \: Sofa \: -1 \: = \: Rs. 9000$

$\sf \: Gain \: = \: 20 \%$

$\sf \: SP \: = \: \cfrac{100 + 20}{100} \: \times \: CP$

$\sf \: SP \: = \: \cfrac{120}{100} \: \times \: 9000$

$\sf \: SP \: = \: Rs.10800$

$\sf \: CP \: of \: Sofa \: - 2 \: = \: Rs. 9000$

$\sf \: loss \: = \: 20 \%$

$\sf \: SP \: = \: \cfrac{100 - 20}{100} \: \times \: CP$

$\sf \: SP \: = \: \cfrac{80}{100} \: \times \: 9000$

$\sf \: SP \: = \: Rs. \: 7200$

$\sf \: Total \: CP \: = \: 9000 \: + \: 9000 \: = \: Rs. 18000$

$\sf \: Total \: SP \: = \: 9000 \: + \: 9000 \: = \: Rs. 18000$

$\sf \: SP \: = \: CP$

$\boxed {\mathrm {Neither \: Profit \: nor \: loss. }}$