Math, asked by brocklesner363, 10 months ago

196. A retailer bought 3850 linc pens and 1848 cello pens
at the same price. He sells linc pens in such a way that
he can buy 650 linc pens with the selling price of 481
linc pens but he can only buy 408 cello pens with the
selling price of 629 cello pens. What is has overall
profit percentage?
एक विक्रेता 3850 लिंक पेन तथा 1848 सेलो पेन को एक
ही दर पर खरीदता है। वह लिंक पेन को इस तरह बेचाता है
कि 481 लिंक पेन के विक्रय मूल से वह 650 लिंक पेन
खरीद सकता है। 629 पेन के विक्रय मूल से वह सिर्फ 408
सेलो पेन खरीद सकता है। विक्रेता का कुल लाभ प्रतिशत
ज्ञात करें।

Answers

Answered by amitnrw
0

Given :  A retailer bought 3850 linc pens and 1848 cello pens  at the same price

To find : What is has overall  profit percentage

Solution:

Let say unit Cost price of linc pens & cello pens = C

Total Cost Price = 3850C + 1848C  =  5698C

He sells linc pens in such a way that  he can buy 650 linc pens with the selling price of 481  linc pens

=> 481 S₁  = 650C

=> 1 S₁  = 650C/481

=> 3850S₁  = 3850 * 650C/ 481  

he can only buy 408 cello pens with the  selling price of 629 cello pens.

=> 629S₂  =  408C

=> S₂ = = 408C/629

=> 1848S₂ = 1848 * 408C / 629

Total Selling Price =  3850 * 650C/ 481    +  1848 * 408C / 629

=3850 * 650C/ 37 * 13    +  1848 * 408C / 37 * 17

= ( 3850 * 650 * 17 + 1848 * 408 * 13)C / ( 37 * 17 * 13)

= (236852)C/37

कुल लाभ = (236852)C/37  - 5698C

= 26100‬C/37

लाभ  %  =  (26100‬C/37 * 5698) * 100

= 12.38 %

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Answered by Mathecules
0

Answer:

No profit No Loss

Step-by-step explanation:

In the picture given I have solved it in the most simple manner. Revert for any query, Thanks!

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