Question

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$(tex) \huge \mathfrak \orange {question}$


Rajan purchased 250 packets of blades at the rate of rupees 8 per packet. He sold 70% of the packets at the rest of rupees 11 per packet and remaining packet at the rate of rupees 9 per packet. Find his gain percent

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Answer 1

Answer:

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Answer 2

Answer: 30%

Step-by-step explanation:

Given:

Rajan purchased: 250 packets.

Rate: Rs. 8 per packet.

Rate of 250 packets: 250 × 8 = Rs. 2000 [Cost price]

Packets sold at 70%:

$\tt{ \implies \frac{70}{100} \times 2000}$

=> Rs. 175

Next,

Given: 70% packets sold at Rs. 11 per packet.

Selling price of 70% of packets = 175 × 11

=> Rs. 1925

Now, Given that, remaining packets were sold at Rs.9 per packet.

Thus, remaining packets = {250 - 175} = 75

Selling price of remaining packets = {75 × 9} = Rs. 675

Selling price of all packets: Rs. 1925 + Rs. 675

=> Rs. 2600

Now,

Selling price = Rs. 2600

Cost price = Rs. 2000

Gain = Selling price - Cost price

= 2600 - 2000

= Rs. 600

As we have to find Gain percent,

Gain % = [Total Gain / Cost price] × 100

= [600 / 2000] × 100

= 600 / 20

= 30%

Thus, His gain percent is 30%.