Math, asked by krishna66576, 10 hours ago


A shopkeeper mixed 50 kg of rice costing Rs. 40 per kg with 50 kg of rice costing Rs. 50 per
kg. If he sold the mixture at rate of Rs. 48 per kg, find his profit or loss percentage

Answers

Answered by aadesahaja06
0

Solution:

Shopkeeper gained Rs.400

Step-by-step explanation:

1kg=Rs.40

50kg=?Rs

=40×50

=Rs.2000

He decided that Rs.50 to sold per 1kg.

He sold Rs.48 per 1kg.

1kg=Rs.48

50kg=?Rs

=48×50

=2400

He gained = 2400-2000 = Rs.400

I hope it is helpful to you

Answered by amikkr
0

The profit earned by the shopkeeper = ₹30.
The profit percentage = 6.66%

Given:

  • 50kg rice costing ₹40.
  • 50 kg rice costing ₹50.
  • Mixture of the rice sold at ₹48.

To find:
Profit or loss percentage.

Step by step explanation:

Formula used:
Profit percentage =
Profit earned by shopkeeper * 100
                                  Money earned separately

Step 1:
We will calculate the total amount earned when only 50 kg rice costing ₹40 is sold.
Money earned = 50 * ₹40 ⇒ ₹200.

Step 2:
We will calculate the total amount earned when only 50 kg rice costing ₹50 is sold.
Money earned = 50 * ₹50 ⇒ ₹250.

Step 3:
The total amount earned by the shopkeeper on selling the rice is
₹200 + ₹250 = ₹450.

Step 4:
Now, we will calculate the amount of money earned on selling the rice at ₹48 per kg.
Total amount of rice = 50 + 50 = 100kgs.
Money earned = 100 * ₹48 = ₹480.

Step 5:
₹480 > ₹450.
∴ The profit earned by shopkeeper = 480 - 450
                                                            = ₹ 30.
The profit earned by the shopkeeper = ₹30.

Step 6:
Profit percentage = Profit earned by shopkeeper * 100
                                  Money earned separately
                              = (30/450) * 100
                              = (1/15) * 100
                              = 6.66%    

∴ The profit percentage = 6.66%

#SPJ2

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