Question 73

40 chairs are bought at the marked price of 36 chairs. If these 40 chairs are sold after giving a discount of 1%, then find the profit percentage?

Solution

40 chairs are bought at the marked price of 36 chairs.

Cost price ofĀ 40 chairs =Ā marked price of 36 chairs

$$\frac{Cost\ price\ of\ each\ chair}{marked\ price\ of\ each\ chair}\ =\frac{36}{40}$$

$$\frac{cost\ price\ of\ each\ chair}{marked\ price\ of\ each\ chair}\ =\frac{9}{10}$$
Let's assumeĀ theĀ cost price of each chair andĀ marked price of each chair is 9y and 10y respectively.

If these 40 chairs are sold after giving a discount of 1%.

sellingĀ price of each chair =Ā 10y of (100-1)%

= 10y of 99%

=Ā $$10y\times\frac{99}{100}$$

= 9.9y

profit percentage =Ā $$\frac{selling\ price-\cos t\ price}{\cos t\ price}\times100$$

=Ā $$\frac{9.9y-9y}{9y}\times100$$

= $$\frac{0.9y}{9y}\times100$$

= $$\frac{0.9y}{9y}\times100$$

= 10%


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