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amol kumbhar

· started a discussion

· 1 Months ago

wrong value given (Question:617886.0)

you are given 112500 instead of 1112500. so how i can understand. please correct this so we can solve in right mannar.

Question:
The cost price of a car is 9 times that of a bike. On selling a bike, there is a profit of 12 ½ %. The total profit on selling a car and a bike at Rs.11,12,500 is 11 ¼ %. Find the cost price of the bike.
Options:
A) Rs.85,000
B) Rs.92,500
C) Rs.97,500
D) Rs.1,00,000
E) None of these   
Solution:

Let the cost price of the bike be Rs x

\(\therefore\) Cost price of the car= Rs 9 x

Given  Total Selling price of car and bike 11,12,500

\(\therefore\)111\(\cfrac{1}{4}\)% of (9 x + x)=1112500

\(\therefore\) x=1,00,000


The cost price of the bike is (x)=1,00,000

Knowledge Expert

· commented

· 1 Months ago

Dear student,
The error has been fixed. Keep learning with us.
Regards,
Team TR
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