1 Answers

Option 3 : Rs. 11245

Given∶ Profit percentage on 1st type of box of tissue paper = 35%

The selling price of the 1st type of box of tissue paper = Rs. 75

Number of the box of 1st type of tissue paper = 5472

Loss percentage on 2nd type of box of tissue paper = 20%

The selling price of the 2nd type of box of tissue paper = Rs. 85

Number of the box of 2nd type of tissue paper = 6512

Profit percentage on 3rd type of box of tissue paper = 14%

The selling price of the 3rd type of box of tissue paper = Rs. 65

Number of the box of 3rd type of tissue paper = 5415

Calculation∶

Cost price of 1st type of box of tissue paper = 75/135 × 100 = Rs. 500/9

⇒ Profit on 1st type of box of tissue paper = 500/9 × 35/100 = Rs. 175/9

⇒ Total profit on 1st type of boxes of tissue paper = 175/9 × 5472 = Rs. 106400

Cost price of 2nd type of box of tissue paper = 85/80 × 100 = Rs. 425/4

⇒ Loss on 2nd type of box of tissue paper = 425/4 × 20/100 = Rs. 85/4

⇒ Total loss on 2nd type of boxes of tissue paper = 85/4 × 6512 = Rs. 138380

Cost price of 3rd type of box of tissue paper = 65/114 × 100 = Rs. 3250/57

⇒ Profit on 3rd type of box of tissue paper = 3250/57 × 14/100 = Rs. 455/57

⇒ Total profit on the 3rd type of boxes of tissue paper = 455/57 × 5415 = Rs. 43225

∴ Overall profit on the selling of all three types of boxes = Profit on the selling of 1st type of boxes - Loss on the selling of 2nd type of boxes + Profit on the selling of 3rd type of boxes = 106400 – 138380 + 43225 = Rs. 11245

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